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en a o rH' Q Mi'otb C^iz J NAVORD REPORT 6812 7 > A' - SUPERSONIC AERODYNAMIC HEATING OF A YAWED SPHERE-CONE WIND-TUNNEL MODEL (U) .sT/ZfK "7030 -//^x-Z^-SO^LS ^^ \V7/- ^ * .^n .^CE^ # is*- 28 JUNE 1960 c- - 3 5 JA^f" lf-"V ^ ^ A %^r^ ^t:--^ U. S. NAVAL ORDNANCE LABORATORY WHITE OAK, MARYLAND 'CCPY 77OF77Z32^ nrvi\J ^^' ' MICROFICHE ., t r i one ^J/Jl—'} BEB 11^ TISIA D / w / r i '^ r 7: r r w ^ w ,_ v ^J" L

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Page 1: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

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Mi'otb C^iz J NAVORD REPORT 6812

7 > A' -

SUPERSONIC AERODYNAMIC HEATING OF A YAWED SPHERE-CONE

WIND-TUNNEL MODEL (U)

.sT/ZfK "7030 -//^x-Z^-SO^LS

^^ \V7/- ^

*

.^n

.^CE^ # is*-

28 JUNE 1960

■c- - 3 5 JA^f" lf-"V

^ ^ A

%^r^ ^t:--^

U. S. NAVAL ORDNANCE LABORATORY

WHITE OAK, MARYLAND

'CCPY 77OF77Z32^

nrvi\J ^^' '

MICROFICHE

„ ., t r i one

^J/Jl—'} BEB 11^

TISIA D

/ w /

r i

'^ r7:rr w ^ w ,_ v ^J" L

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NAVORD Report 6812

SUPERSONIC AERODYNAMIC HEATING OF A YAWED SPHERE-CONE WIND-TUNNEL MODEL

Prepared by:

S. M. Hastings and A. J. Chones

ABSTRACT: The steady-state pressure and heat-transfer distributions on a sphere-cone configuration with laminar boundary layer have been determined in a wind tunnel at yaw angles, 0° and 6°, and at nominal Mach numbers, 3 and 5. Comparison of the 0° yaw local heat-transfer rates with those of the windward body streamline at 6° yaw show a maximum increase for corresponding body stations of approxi- mately 100 percent. The 0° yaw heat-transfer results show good agreement with the recent theory of Powers and Krahn.

PUBLISHED NOVEMBER 1960

U. S. NAVAL ORDNANCE LABORATORY WHITE OAK, MARYLAND

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NAVORD Report 6812 28 June 1960

Presented In this report are the results of an experimental investigation of the heat transfer to a sphere-cone model at 0° and 6° yaw In supersonic flow obtained in the NOL Supersonic Tunnel No. 2 during the calendar years 1957 and 1958. The bulk of the data has been reported previously in periodic Progress Reports.

This investigation was sponsored by the Army Ballistic Missile Agency under Task Number NOL-300.

The authors wish to specifically recognize the material contributions made by the following individuals to the successful conclusion of this investigation: Mr. J. landolo, for the mechanical design of the model and the roll support device; Mr. H. McDonald, for his conception and use of original manufacturing procedures during the model con- struction; Mr. R. Sullivan, for his excellent instrumentation of the model; Dr. W, Menzel, for providing the special analog to digital data handling system; Mr. W. Glowacki, for smoothing the angle of yaw data on the IBM 653; and Mr, T. Orlow, for solving the Four-1 er Heat Equation in three dimensions on the IBM 704.

W. D. COLEMAN Captain, USN Commander

R. KENNETH LOBB By direction

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NAVORD Report 6812

CONTENTS

Page Introduction 1 Model, Equipment, and Test Facilities 1 Results and Discussions 5

Pressure-Distribution Data 5 Temperature-Distribution Data 5 Heat-Transfer Data 6

Concluding Remarks 9 References 10 Appendix A 12

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NAVORD Report 6812

ILLUSTRATIONS

Figure 1 Drawing of the Sphere-Cone Model

Figure 2 Photograph of the Sphere-Cone Configuration

Figure 3 Calibration of Stainless Steel Type 347 Constantan Thermocouples

Figure 4 Photograph of the Disassembled Sphere-Cone Configuration, Sting, and Sector

Figure 5 Schematic Diagram of the Setup of the Experiment

Figure 6 Local Static-Pressure Distribution Over the Sphere-Cone Model at 1/^ - 3.24 and a - 0°

Figure 7 Local Static-Pressure Distribution Over the Sphere-Cone Model at Mj - 4.84 and a - 0°

Figure 8 Local Static-Pressure Distribution Over the Sphere-Cone Model at Mj - 3.24 and a - 6°

Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6°

Figure 10 Surface-Temperature Distribution Over the Sphere-Cone Model at Mj^ - 3.24 and a - 0°

Figure 11 Surface-Temperature Distribution Over the Sphere-Cone Model at Mj - 4.84 and o - 0°

Figure 12 Local Keat-Flux Distribution Over the Sphere- Cone Model at Mj ^ 3.24 and a - 0°

Figure 13 Local Heat-Flux Distribution Ove^ the Sphere- Cone Model at Mj^ - 4.84 and a - 0°

Figure 14 A Comparison of the Experimental and Theoretical Absolute Local Heat Flux Over the Sphere-Cone Model ac Mj - 3.24 and a - 0°

Figure 15 A Comparison of the Experimental and Theoretical Absolute Local Heat Flux Over the Sphere-Cone Model at ^ - 4.84 and a - 0°

Figure 16 Dimensionless Heat-Transfer Parameter Over the Sphere-Cone Model at a - 0°

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NAVORD Report 6812

Figure 17

Figure 18

Figure 19

Figure 20

ILLUSTRATIONS

Local Temperature Distribution Along the Outside Surface of the Sphere-Cone Model at Hi - 4.84 and a - 6°

Local Heat-Flux Distribution Over the Sphere- Cone Model at M} - 4.84 and a - 6°

Dirnensionless Heat-Transfer Distribution Over the Sphere-Cone Model at Mi -4.84 and a - 0° and 66 (ß - 0° and 180°)

Dirnensionless Heat-Transfer Parameter Over Two Sphere-Cone Models at a - 5° and 6° (ß - 0° and 180°)

Table I

Table II

Table III

Table IV

Table V

Table VI

Table VII

Table VIII

TABLES

Thermojunction Locations

Pressure Orifice Locations

Local Pressure Ratios on the Sphere-Cone Model at M1 - 3.24

Local Pressure Ratios on the Sphere-Cone Model at M! - 4.84

Local Temperature Distribution on the Sphere- Cone Model at Mj^ - 3.24

Local Temperature Distribution on the Sphere- Cone Model at Ui - 4.84

Local Heat-Transfer Ratios on the Sphere-Cone Model at Mi - 3.24 and M]^ - 4.84, a - 0°

Local Heat-Transfer Ratios on the Sphere-Cone Model at Mj^ - 4.84 and a - 6°

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NAVORD Report 6812

SYMBOLS

h - heat-transfer coefficient

I »a characteristic length

M - Uach number

Nu * Nusselt number

Nu/ -^/Re - dimensionless heat-transfer parameter

h / A ( du/ dS)

p - local static pressure

P - total pressure

p' * Pitot pressure o

Q - local heat flux

QQ - stagnatJon point heat flux

R - radius of the base of the model «• 4.017 inches

Re ■■ Reynolds number

S - model contour length measured from the point of intersection of the spherical nose and the axis of symmetry. This point corresponds to the aerodynamic stagnation point at a - 0°

S* - model contour length measured from the aero- dynamic stagnation point

T - temperature 0K

u - velocity

a - angle of yaw in degrees

Positive a

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NAVORD Report 6812

ß - roll angle in degrees (ß - 0° is windward and ß - 180° is leeward)

Positive ß Flow directed into the paper

AT «• difference between calculated and measured temperatures

6 - angular distance on spherical nose measured from the axis of symmetry

(x - viscosity

p - density

dT/ dB ■> rate of change of temperature with roll angle

du/ ds - local velocity gradient outside the boundary layer

Subscripts

0 - supply conditions

1 - conditions upstream of shock wave

c - calculated values

e - adiabatic wall conditions

m * measured values

w - wall conditions

vii

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NAVORD Report 6812

INTRODUCTION

1. Challenging problems stem from the severe thermal environment to which re-entry vehicles are subjected. Since the aerodynamic heating, caused by fluid friction, is one of the principal considerations in the design of re-entry vehicles, great effort has been devoted to the study of these heating effects. For several years, the blunting of noses of re- entry vehicles has been used as a means of alleviating the attendant aerodynamic heating. Since theory does not predict adequately the heat transfer to blunt bodies at angle of yaw, experimental data are needed. The purpose of this report is to present local heat-transfer measurements along a sphere- cone configuration with laminar boundary layer at nominal Mach numbers of 3 and 5, Including the effects of yaw.

MODEL, EQUIPMENT, AND TEST FACILITIES

2. Prior to embarking on this investigation, much thought was given to the choice of an experimental technique. After lengthy consideration, a steady-state technique was chosen, as opposed to a transient technique. Some of the factors which prompted this decision are enumerated hereafter.

a. There is ample time available to make careful measurements.

b. A range of model coolant temperature to tunnel stagnation temperature ratios can be obtained easily and can be repeated.

c. The steady-state models are more difficult to build and instrument than are the transient models. However, this additional effort is more than compensated for by the rela- tive ease of data reduction.

d. The transient models are fragile at? compared to the steady-state models.

e. The presence of the thermojunction does not alter the temperature field of the model wall nearly so much in the steady-state case as in the transient case.

f. Regardless of the magnitude of the heat-transfer rate, the data may be obtained in digital form in the steady- state case. Such data may be completely reduced by high-speed computing machines. High heat-transfer rates imply rapid

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NAVORD Report 6812

response time in the transient case. Most digital data handling systems are not fast enough to be used In obtaining rapidly changing transient data. Consequently, analogue recorders, with their Inherent time-response difficulties, are generally used in this application. In any event, the transient technique requires the determi- nation of the slope of an experimentally determined curve. Such slopes are difficult to determine with any degree of precision.

g. There are no physical assumptions made in solving the steady-state conduction problem. For solving the transient problem, the assumption is made that the body is Isothermal at time zero which is difficult to achieve experimentally for the angle-of-yaw case. Admittedly, the transient data may be corrected for conduction other than that normal to the body. However, the corrections sometimes exceed in magnitude the value of the desired quantity. Such a situation is most undesirable, for obvious reasons.

h. In summary, it appears that the steady-state tech- nique yields very precise results. The outstanding attributes of the transient technique are the simplicity of model design and instrumentation and the rapidity with which data may be obtained. If extreme precision is not required, the use of the steady-state technique is not Justified because of the greater expense and time requirements.

3. The axisymmetric sphere-cone configuration (Figures 1 and 2) was constructed of type 347 stainless steel. Reduction of the data obtained from this model was somewhat simplified because the thermal conductivity of the steel varies linearly with temperature over the entire range considered during this investigation. Further, the coefficient of thermal conductivity is small, insuring a sufficiently large temper- ature difference (AT ,> lOK) across the model wall. Determi- nation of the thermal conductivity as a function of temperature of the stainless steel used in the fabrication of the model was made by the National Bureau of Standards; tha method and results are presented in reference (a). The sphere-cone model had a half-cone angle of 13o20', a one-half inch wall thickness, a base diameter of 8.034 inches, a carefully machined shape, and a f\ne surface finish. It was Instru- mented with 64 thermojunctions along a meridian line (body streamline) on both the Inside and outside walls. Table I lists tnese locations. Each of the thermojunctions were formed by welding a 0.005-inch diameter constantan wire onto the model surface. The stainless steel of the model then

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NAVORD Report 6812

formed one side of all the thermojunctlons. Three precisely machined stainless steel plugs, each instrumented with five thermojunctlons, equally spaced, were placed into holes provided for them in the model wall. Plugs were located at the base of the cone, at the tangency point of the cone and sphere, and midway between the model stagnation point and the tangency point. Each of the model thermocouples was calibrated over the desired temperature range. Standard copper-constantan thermocouples, which had been calibrated for NOL by the National Bureau of Standards, were used as the reference. The entire model calibration was conducted in a large temperature controlled bath of silicone oil. Results of the calibration are presented in Figure 3. The model was also instrumented with eleven pressure orifices 0.025 inches in diameter, the locations of which are listed in Table II.

4. Figure 4 is a photograph of the disassembled model, sting, and sector. When assembled, the inner body was inserted into the nose of the model. The function of the inner body was to distribute coolant fluid onto the inside surface of the model in an attempt to achieve an isothermal outer wall. Figure 5 is a schematic diagram of the setup of the experiment. In addition to upstream and downstream move- ments, the sting and sector support system allowed the yaw and roll angle to be controlled ani determined from outside the tunnel while the tunnel was in operation. The model was cooled internally by flowing DC 200 silicone oil through the sting and model at approximately fifty gallons per minute. The oil was cooled in a heat exchanger designed to maintain the coolant at 2150K. A mixture of solid carbon dioxide and alcohol was used to achieve this temperature.

5. The investigation was carried out in the NOL Supersonic Tunnel No, 2 which is described in reference (b). The nominal operating conditions were:

M, P T Re j/meter mm Hg abs. 0K

3.24 1214. 335 9.0 x 106

4.84 2220 320 8.5 x 106

6. Since the phenomenon under investigation was steady-state heat conduction, the tunnel supply conditions and the temper- ature difference through the model wall had to be maintained constant with time. Doth temperature and pressure distributions on the model^were measured concurrently to eliminate any error introduced by small non-steady-state conditions.

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NAVORD Report 6812

7. The pressure measurements were made on the sphere and cone of the model using Kendall precision mercury and oil manometers (reference (c)). The local flow conditions along the outer edge of the boundary layer were calculated, using the flow tables of reference (d)f from the pressure distri- butions with the assumption of an isentropic flow from the model stagnation point.

8. Temperatures were measured both on the inner and outer surfaces of the sphere, cone, and base of the model using the analog to digital converters, PADRE (reference (e)), and SADIC (reference (f)). The temperature measuring system was accurate to - 0.03oC. In addition to the wall surface measurements, temperatures were read through the model wall at the three plug locations. At 6° yaw angle, the model wua rolled 180° in 15° increments and measurements were taken at each roll increment. Unfortunately, the tunnel supply temperatiire and model coolant temperature could not be kept absolutely constant for the eignt to ten hours required to complete the measurements at all the roll angles. In order to normalize the data with respect to the tunnel supply temperature and model coolant temperature, two require- ments had to be fulfilled. First, essentially steady-state conditions must prevail while the measurements for one roll angle are being made. Second, the difference between the tunnel supply temperature and the model coolant temperature must not vary more than 1.0 or 1.5 percent during the time required to make the measurements at all of the roll angles. Both the Mach 3.24 and 4,84 data met the first requirement. However, the Mach 3.24 case did not meet the second require- ment. Unfortunately, the difference between tunnel supply temperature and model coolant temperature varied as much as 4 percent, a fact which made it impractical to normalize the data. However, it must be emphasized that the Mach 3.24 data did meet requirement one, namely, that essentially steady- state conditions did prevail while measurements of each individual roll angle were being made,

9. The procedure used for normalizing and smoothing the M, •■ 4.84 data is described in Appendix A. It resulted in a smoothed temperature distribution having a maximum devi- ation of the order of 1 percent from any of the experimental values. The steady-state heat flux was then calculated on an IBM 704 using the Liebmann method for solving the partial differential equations associated with the problem of steady- state heat conduction in shells composed of a spherical nose on a conical body. This is discussed quite thoroughly in reference (g).

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NAVORD Report 6812

RESULTS AND DISCUSSIONS

Pressure-Distribution Data

10. The pressure distribution over the sphere-cone model at M^ - 3.24 and zero yaw is presented in Yigure 6. For comparison, a Newtonian distribution has been included. The experimental points agree quite favorably with the Newtonian distribution both on the spherical and conical portions of the body.

11. Figure 7 presents the pressure distribution over the sphere-cone model at M^ - 4,84 and zero yaw. In addition to the Newtonian curve, experimental data at M^ - 5.4 (reference (h)) has been included for comparisons. The experimental results from both investigations agree quite well with the Newtonian distribution on the sphere except at the point of tangency where they depart abruptly. On the cone the experimental data agree fairly well with the Newtonian calculations.

12. Figures 8 and 9 show the 6° yaw pressure distributions at Mj - 3.24 and M^ - 4.84, respectively. The data wrve measured over a roll angle range of 0° to 180°. A casual comparison of the experimental data with the theoretical curves indicates that the agreement is good. However, the Newtonian distributions calculated for 8-0° and B - 180° are up to 16 percent higher than the experimental points on the spherical portion of the body. Further, the experi- mental data deviate from the Newtonian in the region of the tangency point, then approach the Newtonian prediction on the cone.

13. Tables III and IV are tabulations of the pressure ratio (p/P*) for each measuring station at Mj - 3.24 and M^ - 4.84, respectively. Both tabulations present data at 0° and 6° yaw. The angle-of-yaw data include measurements at roll angles from 0° to 180° in 15° intervals.

Temperature-Distribution Data

14. Typical zero yaw-temperature distributions at M^ - 3.24 and M^ - 4.84 are presented in Figures 10 and 11, respectively. These plots are representative of the zero-yaw data included in Tables V and VI and of the type of temperature distributions obtained on the sphere-cone model. These data, as well as other sets of the tabulated data, were used to calculate the heat flux to the sphere-cone body. It should be pointed ouz that none of the experimental results presented in this report are an average. Sach distribution represents data from one wind-tunnel run.

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NAVORD Report 6812

15. Table V presents 0° and 6° yaw temperature measurements at Mi - 3.24. Only the experimentally determined temperatures have been tabulated for this Mach number since, as previously pointed out in Paragraph 3, it waj not feasible to normalize the angle-of-yaw data. The table includes outside surface temperatures, plug temperatures, inside surface temperatures, S/R, yaw angle, and roll angle.

16. Temperatures at M^ - 4.34 are presented in Table VI. Along with 0° yaw ciata, temperatures at 6° yaw and 0° to IS0O roll are tabulated. Included in the tabulation of the 6° yaw data are the following quantities; S/R, calculated and measured outside, inside, and plug temperatures, and AT (difference between smoothed and measured temperatures).

Heat-Transfer Data

17. Figure 12 presents the heat-flux distribution at M^ - 3.24. The local heat-flux Q has been made dimensionless with respect to Q^, the heat flux at the model aerodynamic stagnation point. It is interesting to note that the heat flux reaches a maximum at S/R - 0.0318. Local maxima are also evi- dent along the downstream portion of the conical body. There is presently no suitable explanation for the presence oJ these maxima. The phenomenon of the maximum heat transfer occurring away from the aerodynamic stagnation point was also detected at M^ - 4.84 and is presented in Figure 13. Similar obser- vations have been reported by a number of people. Winkler and Danberg (reference (i)) measured the phenomenon at S/R - 0.0975, while Stine and Wanlass (reference (j)), Cresci and MacKenzie (reference (k)), and Crawford and McCauley (refer- ence (1)) measured it at S/K ^ 0.2, 0.2, and 0.03, respec- tively. Only one of the above mentioned references discusses the phenomenon at all. Winkler and Danberg state that at S/R - 0.0975 the temperature difference KTe - Tw) is a maximum causing maximum heating in that region. Kuethe, et al., in reference (m), have made hot-wire measurements in the stagnation point region of blunt bodies in supersonic flow. These measurements indicate that the stagnation point moves around in a random fashion which is somewhat analogous to the phenomenon reported herein.

18. Both Figures 12 and 13 include base heat-transfer data. Several assumptions were necessary in order to determine the local heat flux from the temperature-distribution data. The afterbody was assumed to be a spherical section of uniform wall thickness. This is the "so-called" "assumed afterbody" of Figure 1. The actual afterbody is a spherical section,

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NAVORD Report 6812

but does not have constant wall thickness. The IBM machine program for determining the local heat-flux ratios from a solution of the Fourier equation for steady-state conduction was restricted to a spherical section of constant wall thickness. Further, the extrapolated temperature distribution through the wall was obtained by assuming that the isotherms in the downstream portion of the conical forebody were parallel to the inner and outer walls. That section of the afterbody occupied by the sting was assumed to be at the temperature of the model coolant. Consequently, the subject base heat- transfer data should be viewed with caution because of the assumptions made and because the effectively large diameter sting undoubtedtly affected the wake flow and altered its characteristics,

19. Experimental zero yaw heat-transfer data are compared (Figures 14 and 15) with the values obtained using the theory of Powers and Krahn, which was developed primarily for high- temperature laminar flows (reference (n)). The theory de- termines the heat transfer associated with a laminar boundary layer by the simultaneous solution of the momentum and energy integral equations using a two boundary-layer thickness approach (i.e., thermal and viscous). For the specific re- sults shown herein, the thermodynamic and transport properties incorporated in the procedure were represented by curve fits to data presented in NBS Circular 564 (reference (o)). The heat-transfer data are presented in the form of absolute heat flux, and the theoretical curve agrees quite well with the experimental results except in the stagnation point region where the deviation is up to 20 percent. At M^ « 3.24 (Figure 14), the theoretical and experimental values agree from S/R - 0.1358 to the base of the model; while the M. - 4.84 case (Figure 15) does not show agreement until an S/R value of 0.3054. The agreement in the stagnation point region could be greatly improved by a better determination of ( 3 u/ ^ ß)^ . (the dimensionless velocity gradient at the

model stagnation point). Since the heat transfer is dependent on ( 3 u/ ^ S)g „ Q, accurate velocity measurements are needed for good stagnation point agreement. This is demonstrated by the fact that away from the stagnation point, where the percentage of error in velocity measurements is lower because of increased local velocity, the theoretical and experimental results agree quite well.

20. Figure 16 compares two sets of experimental data and the theoretical curve of Powers and Krahn. The heat-transfer data is presented as the dimensionless heat-transfer coefficient

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NAVORD Report 6812

(Nu/ "V He). The model used to measure the data presented in reference (p) is similar to the sphere-cone model used in the present investigation. It consisted of a one-inch diameter spherical nose, a cone half angle of 20 degrees, a base diameter of 3.75 inches, and a wall thickness of 0.050 inches. The heat transfer was determined by the transient technique. Doth sets of experimental data show excellent agreement with each other and with the theoretical curve, except in the region of the stagnation point. This again brings up the problem of measuring the velocity gradient , ^ u accurately, because it appears in the V^e ^ T"^ > S - 0 terra as well as in the theory.

21. The outside surface temperature distributions at 6° yaw and 0° to 180° roll are presented in Figure 17, These data have been normalized and were used to calculate the local heat-flux distribution. The procedure used to normalize the data is described in Appendix A. Only the results at M^ - 4.84 are presented because the M^ - 3,24 data could not be normalized (see Paragraph 8). However, steady-state conditions did exist for the measurements made at M^ - 3,24 for each ß position.

22. Figure 18 presents the local heat-flux distribution over the sphere-cone model at 6° yaw and 0° to 180° roll. These data are compiled in Table VIII. The local heat-flux ratio at 6° yaw shows the same trend as the 0° yaw distri- bution; however, the effect of yaw is clearly shown. The Q/Q decreases fairly uniformly as the measuring station moves from windward to leeward (from ß - 0° to 180°),

23, Figure 19 compares the 0° yaw data with the data for 6° yaw in terms of Nu/ V^Re. The effect of yaw is most pronounced on the conical portion of the body. On the windward streamline there is a maximum increase of ap- proximately 100 percent as compared to the a - 0° data in the local heating rate. The zero-yaw data nearly coincide with that for a » 6°, ß - 90° which substantiates the results of reference (p), namely, that there is neglible angle-of- attack effect on the heat transfer in the ß - 90° plane for small a's,

24, The angle-of-yaw data of the present investigation are compared with those of reference (p) in Figure 20, The data of reference (p) were obtained with a slightly different model configuration (sec Paragraph 20) at a - 5° and M^ - 6,0 as compared to a - 6° and Mj - 4,8 for the present investigation.

8

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NAVORD Report 6812

These things being considered, the resultb are In sub- stantial agreesent.

CONCLUDING REMARKS

25. Pressure and heat-transfer distributions were obtained on a sphere-cone configuration at Mach nu.nbers of 3.24 and 4.84 at a - 0° and 6°. From this Investigation, the following conclusions nay be drawn.

a. The method presented herein to determine the heat transfer to a body at angle of yaw yielded ver> good results over the range of parameters considered for this Investigation. Consistent and reliable results are obtained because the present method eliminates several of the troublesome in- herent difficulties of the transient type methods, namely, the assumptions of only normal heat flow and infinitely fast temperature recorder response as well as the troubles associated with the determination of slopes of experimental data curves.

b. The newly developed theory of Powers and Krahn can be used to predict heat transfer to blunt bodies If one has an accurate determination of the velocity gradient.

c. The existence of maximum heat flux In a region away from the stagnation point has been detected and should not be Ignored. Further Investigation of this phenomenon, in view of these results, is certainly warranted.

d. The small angle of yaw considered, 6°, resulted In an Increase of approximately 100 percent in the local heat-transfer rate on the windward streamline on the cone as compared to the.zero-yaw case.

e. The pressure distribution along the sphere-cone model at zero angle of yaw can be adequately predicted by the Newtonian method. However, this same method yields results as much as 16 percent higher than experiment on the spherical portion of the body at 6° angle of yaw.

f. Both the pressure-distribution data and the heat- transfer data are In substantial agreement with other experimental results.

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NAVORD Report 6812

REFERENCES

(a) Robinson, H. E. and Watson, T. W., 'Thermal Conductivity at Low Temperatures of Types 316 and 347 Stainless Steels," NBS Report 5748, January 1958

(b) Meek, P. P., "Aeroballistic Research Facilities," NOLR 1233, May 1959

(c) Kendall, J. M. , "Equipment and Techniques for Making Pressure Measurements in Supersonic Wind Tunnels at Mach Numbers up to 5," NAVORD Report 2580, 11 August 1952

(d) Ames Research Staff, "Equations, Tables, and Charts for Compressible Fxow," NACA Report 1135, 1953

(e) Kendall, J. M. , "Portable Automatic Data Recording Equipment (PADRE)," NAVORD Report 4207, 24 August 1959

(f) Sink, R. and Slocorab, G., "The SADIC, A Precision Analogue to Digital Converter," Consolidated Electro- dynamics Corporation, Pasadena, California, 1951

(g) Orlow, T. A., "Nuraerical Solution of LaPlace's Equation for Various Three-Dimensional Regions with Axial Symmetry," NAVORD Report 6038, 22 January 1958

(h) Redman, E. J. and Pasiuk, L. , "Pressure Distributions on an ABMA Jupiter Nose Cone (13.3 Degrees Setai-Vertex Angle) at Nominal Mach Numbers 5, 6, 7, and 8," NAVORD Report 4486, 27 September 1957

(i) Winkler, E. M. and Danberg, J. E., "Heat-Transfer Charac- teristics of a Hemisphere Cylinder at Hypersonic Mach Numbers," NAVORD Report 4259, 11 April 1957

(j) Stine, H. A. and Wanlass, K., "Theoretical and Experi- mental Investigation of Aerodynamic-Heating and Iso- thermal Heat-Transfer Parameters on a Hemispherical Nose with Laminar Boundary Layer at Supersonic Mach Numbeis," NACA TN 3344, December 1954

(k) Cresci, R. J. , MacKenzie, D. A., and Libby, P. A., "An Investigation of Laminar, Transitional and Turbu- lent Heat Transfer on Blunt-Nosed Bodies in Hypersonic Flow," WADC TN 59-119, ASTIA Document No. AD 214617, April 1959

10

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NAVORD Report 6812

(1) Crawford, D. H. and McCauley, W. D. , "Investigation of the Laminar Aerodynamic Heat-Transfer Characteristics of a Hemisphere-Cylinder in the Langely 11-Inch Hypersonic Tunnel at a Mach Number of 6.8," NACA TN 3706, July 1956

(■) Kuethe, A. M., Willmarth, W. W., and Crocker, G. H., "Stagnation Point Fluctuations on a Body of Revolution," The Physics of Fluids, Vol. 2, Number 6, Letters to the Editor, November-December 1959

(n) Powers, J. 0. ind Krahn, E., "Heat-Transfer in Dissociated Air by a Two-Thickness Integral Method. Part I: Stag- nation Point Heat Transfer," NAVORD Report 6673, 24 September 1959

(o) Hilsenrath, J. , et al., "Tables of Thermal Properties of Gases," NBS CIRCULAR 564, November 1955

(p) Zakkay, Y., "Pressure and Laminar Heat-Transfer Results in Three-Dimensional Hypersonic Flow," WADC TN 58-182, ASTIA Document No. 155 679, September 1958

11

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NAVORD Report 6812

APPENDIX A

Data Normalization

1. The procedure used for normalizing is as follows:

a. A plot of inside and outside wall temperature versus roll angle was made for each thermojunction location.

b. These data were fitted with various curves, i.e., straight line, cubic, etc.

After inspection of these fits, it was decided to use a least square straight line to the test data for roll angles from 15° o 165°, i.e., to all data except the end points 0° and 180°. The ß - 0° and 180° data were omitted from the least squares straight line computation because, with the assumption of axisymmetric heat flow, the slope of the Tw versus ß curve must equal zero at ß - 0° and 180°. To achieve this rounding off, the values of Tw at ß - 0° and 180° ^ere assumed to be equal to those computed for 6-5° and 175° from the least squares straight line fit. The temperatures for ß - 90° obtained from t»ie straight line fits were plotted as T versus S/R. After careful inspection, these temperatures were shifted up or down the minimum amount necessary to achieve a smooth curve. The corresponding ß - 0° and 130O data were shifted exactly as were the ß - 90° data. Then the shifted ß - 0° and 1800 data were also plotted as A' versus S/R. Further, a plot was made of the straight line slopes versus S/R. By inspection of these three plots, the ß - 0° and 180° data and the straight line slopes, all versus S/R, a minimum change was made in the appropriate slopes in order to achieve a smooth curve. This smooth curve provided all the information necessary for obtaining the smoothed temperature data used in the heat-transfer determination.

12

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NAVORO REPORT 6812

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NAVORD REPORT 6812

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NAVORO REPORT 6812

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NAVORD REPORT 6812

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NAVORD REPORT 6812

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Page 31: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

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Page 32: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

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NAVORO REPORT 6812

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Page 35: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

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FIG. 15 A COMPARISON OF THE EXPERIMENTAL AND

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N(.VCson »=-DORT 6812

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Page 40: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

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Page 41: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

KAVORO Report 0812

Tabl« I

TheraoJunction Location*

A. Spherical Nose

Outside Inside Tberao- Thermo- JunctioD S(in,) S/R a* Junction S/R A«

1 0 0 • 0 2 0 0 1A 0.273 0.068 10° 3 0.5^5 O.I3C 20° h 0.136 20» 3A 0.818 0.201+ 30°

C50 5 1.227 0.305 6(ABC To.305 Kf 5A I.W31 0.356

0.WO7 52O30•

7 1.635 60° 8 o.w to* 7A 1.826 0.W55 67» 9 2.090 0.520

la

76oW0,

Conical

10(ABC

Section

fo.520 76«WO'

11 2.590 0.6U5 12 0.6^5 13 3.090 0.769 1W 0.769 15 3.590

W.090 0.89W 16 O.89W

17 1.018 18 1.018 19 ^.590 I.IW3 20 I.IVJ 21 5.090 1.267 22 1.267 23 5.590 1.392 2W 1.392 25 6.090 1.516 26 1.516 27 6.590 1.6V0 28 1.6UO 29 7.090 1.765 30 1.765 31 7.590 1.890 32 1.890

H 8.090 2.01W 3^ 2.01W 8.590 2.138 ^ 2.138

37 9.090 2.263 Co

2.263

tf 9.590 2.387 2.387

10.090 2.512 W2 2.512 ^3 10.590 2.636 WU 2.636 ^5 11.090 2.761 U6 2.761 V7 11.590 ■ 2.885 V8 .2.885 W9 12.090 3.010 50(ABCr3.010

Base 12.880 3.206

C. Spherical Afterbody

51 15.696 3.907 iv»W5' 52 3.907 lk*k5* 53 15.196 3.783

3.658 li*^* 5V 3.783

3.658 1902W'

55 1^.696 28•C2•

56 28•C2• 57 1^.196 3.531* 58 3.531*

59 13.696 3.W10 W1' 61 13.196 3.285

* Angular position on the spherical surface aeasured fron the axis of syasetry.

•• (ABC) These are the three thermojunctions located throuRh th wall at the specified values of S/R. The inner an ' outer will thernojunctions plus the three through the wall make a total of five which are equally spaced at 0.125" intervals through the wall.

1-1

Page 42: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORD Report 6812

Table II

Pressure Orifice Locations

Orifice Wuaber S/R 6

1 .068 10°

2 .136 20°

3 .258 38°

4 .407 60°

5 .520* 76o40,

6 .769

7 1.112

8 1.454

9 1.796

10 2.138

11 2.481

♦Tangency of sphere and cone.

II-l

Page 43: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

i-iri

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^ * H-oo ü» Nj w H-«o ao «o tu a t- «

0

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totOMioaoMutibi^io^

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(^«(OtCOOOBO'VNJi •« o

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T? ai -JM^ff><J>-J00f0DN)U3O» M

♦ O O O O O O O O O O ►"• ' a N uB > (-'»-■»-'►-•»-'»-'Mc^cntoo "c a> o f

so

OOOOOOOOOOO ^9 n W N jkcr w Mt-|M*-ii->i->i-|ua(£<c "o <n c» a KC

«ja>OU>H<UiH<iKO>%U - OM M

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ZT89 JJod»« a^OAVM

Page 44: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

T-AI

MMMfMOOOOOO • •••••»•••• 00C>>(C(^M9»N>OV>WCt>

* o

01

SB D •0 D

OOOOOOOOOOO V • •• •••••••• %x O O O O O M M M Oi »« V OD oo ao OB öD o M m a> w u e • MO^O)(O(Oi4(0ODiKlC

OOOOOOOOOOO -o • *• •••••••• N^

«jlfr.N>uuiH'Oooo-4«jao

OOOOOOOOOOO « \ M M >>•»-• M •->•-• w a> to <o ^ (otoMioMUcxioatoat o • C7<NOMUQOCIIU«UUIOI

OOOOOOOOOOO « N. i-i •-• H* »-• ^ M •-■ u a» ao o "o

0-4t.nC>Ci*.OCT>K>(»0

OOOOOOOOOOO ^ • X »-• M *-• h^ M )-•»-• W 0> 00 w s» ^•-•o^MMi^ouaov) e -

OOOOOOOOOOO v V h-> ^ h' ^ M h- M hi 0> 00 (£ t» OOOOOOMWO*J* 0« vD^-ou^iSkOÄOoa»

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hihiUOUhiMUUCIBU)*

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OOOOOOOOOOO "O • •••••••••• ^w O O O O O O O h» V »J 00 V t»O<C(Tl(IJ-4W<jDh-0DW O«

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t#

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B 5 P

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* ■ o c Oi • o 5C

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H O > 2

H H H

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Page 45: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 4812

TAILC V

LOCAL TEMPERATURE DISTRIBUTION ON THE *PH£RE*€ONE MODEL AT M, • 3*24

(P0 ■ 1398 MM HG* ABS«. T0 • 325*4*Kf RE,/METER X 10'* - 10«ti

a«o#

S/R

OUTSIDE SUM PACE

T 'IC

THROUGH THE WALL

T \

INSIOI SURPACI

T **

0*000 248*2 218*7 s 0*068 251*7 p 0*136 244*2 224*2 H 0*204 248*2 E 0*305 239*2 236*2 231*7 227*2 223*2 R 0*35« 234*2 E 0.407

0*455 232*2 230*2

221*7

0*520 226*2 225*7 223*7 221*7 220*7

0*520 224*2 225*7 223*7 221*7 220*7 0*645 224*2 219*2 0.769 225*2 219*2 0*894 225*2 219*7

C 1*018 225*7 220*2 0 1*143 226*2 ' 220*7 N 1*247 226*7 221*7 E 1*392

1*516 1*640 1*765 1*890 2*014 2*138 2.263 2.387 2.512 2.636 2.761 2.685

227*2 227.2 227.7 228.2 228.2 228*7 227*2 227.2 227.7 227.7 227.2 227.2 224.7

222*2 221*2 221*7 229*2 224*2 224.7 225*2 225*2 229.2 225.2 223*2 225.2 224.2

3.010 228.2 226*7 225*7 225.2 220.7

3.285 228.2 B 3*410 229.7 A 3*334 223*7 218*2 S 3*659 223*2 218*2 E 3.783

3*907 223*2 223*7

218*2 217.2

T-X

Page 46: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

«AVOW REPORT 6612

TABLE V I CONK J

iPn • 14f| MM HG« ABS.t T0 ■ S24.7*K» RE./METER X 10'* • 11«S)

aao*

OUTSIDE THROUGH INSIDE SURFACE THE WALL SURFACE

S/R T "K T 'K T 'K

0*000 272*1 s 0*068 271*6 ? 0*136 271*3 M 0*204 270*3 E 0*303 268*5 R 0*356 267*2 E 0**07 266*4

0*455 265*3 0*520 264*5

0*520 264*5 0.645 263*7 0*769 263*2 0*894 263*0

C 1*018 262*6 0 1*143 262*8 N 1*267 262*8 E 1*392 262*8

1*516 262*8 1*640 262*8 1*765 262*7 1*890 262*7 2*014 262*7 2*138 262*6 2*263 262*3 2.387 262*5 2*512 262*3 2*636 262*2 2*761 261*9 2*885 261*6 3*010 261*6

3*211 261*6 B 3*410 360*3 A 3.334 259*7 S 3.659 259*4 E 3*783 259*4

3*907 259*1

267«» 266*5

264*1 263*9

264*1 263*9

261*4 261*3

263*7

264*7

265*0 264*1

269*4

263*5 261*1

263*5 269*1 262*2 262*1 262*0 262*1 262*2 262*2 262*9 262*9 262*9 262*4 262*4 262.3 262*9 262*9 262*3 262*1 261.9 261*6 261*2

261*2 260.t

258*9 258*8 258*6 258*4

▼-3

Page 47: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVOfiO RIPORT 6812

TABtE V (CONT.)

(R0 - 1498 MM Ha. ABS.* T0 ■ 329»2 Vt RC,/MCTER X 10'* - 11«S)

aaO*

0UT4IDC THROUOH INSIDC SURFACE THC WALL SURFAd

S/R 1 ** T 'K T "K

0.000 271.8 281*4 S 0.088 271.1 P 0.136 270.« 284«S H 0*204 270.0 C O.S05 268.2 267.3 266«! 265*0 248.? R 0*138 266.9 C 0**OY ^66.0 263.1

»•455 265.2 0*520 264.4 264.1 263*6 263*5 262.6

0.520 264.4 264.1 263*6 263.5 262.6 0.649 263*2 262.1 0*769 262*7 261.9 0*894 262*4 261.8

C 1*018 262*4 261.8 0 1*143 262*4 261.9 N 1.267 262.5 262*0 E 1*392 262.5 262*0

1*516 2C2.5 262.0 1.640 262.5 262.0 1.765 262.5 262.0 1.890 262.5 262.0 2*014 262*4 261*9 2*138 262.4 261.9 2.263 262.3 261.6 2*367 262*1 261*7 2.512 262.0 261.6 2.636 261*8 261.5 2.761 261*6 261*3 2*459 261*4 261*0 3*010 261*3 261*1 261*1 260*8 260*6

3*289 261*2 • 3*410 260*0 A S*534i 259*3 258*5 S 3.459 259*0 258*2 £ 3*ie3 259*1 258*3

3c Kf 258.9 258.1

T-8

Page 48: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

TABLE V (CONT.I

(P« 1214 HM HG. ABS.» T0 ■ 336.3 "iC. RE, /METER X 10" 0 "' ■■•"(

a-o0 t..9J

OUTSIDE SURFACE

THROUGH THE WALL

S/R

0.000 268.8 s 0.066 266.9 p 0.136 267.9 M 0.204 266.2 E 0. ' s 262.3 R 259.7 E s-s —

256.6 v .* -• " > 254.9 : .t/o 251.6

0.520 251.6 0.645 249.2 0.769 2^8.1 0.894 246.9

C 1.018 245.6 0 1.143 245.2 N 1.267 E 1.392 245.3

1.516 245.3 1.640 246.0 1.765 246.7 1.890 245.6 2.014 245.6 2.138 245.S 2.263 245.8 2.378 246.6 2.512 246.1 2.636 246.1 2.761 246.1 2.885 246.1 3.010 246.4

3.265 246.4 B 3.410 244*5 A 3.534 242.9 S 3.659 242.4 E 3.783 242.4

3.907 247.3

259.5

251.0

251.0

255.9

249.5

249.5

252.0

247.9

247.9

245.7 245.0 244.2

INSIDE SURFACE

T 0*

239.3

246.3

247.9

247.7

246.2

246.2 245.1 245.3 244.0 242.7 242.1 242.0 242.5 242.3 242.7 242.7 243.S 243.3 243.7 243.7 243.6 243.4 243.4 243.7 243.6 243.4

236.5 236.0 237.9 236.2

V-4

Page 49: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6612

TABLE V ICONT.)

(P0 ■ 1210 MH HO. ABS.* T0 - 336.3 V» RE, /METER X 10'* ■ 8.8)

0-0°

OUTSIDE SURFACE

S/R

0.000 264.7 5 0.068 265.7 P 0.136 264.6 M 0.204 263.0 £ 0.305 259.2 R 0.356 256.7 E 0*407 254.5

0.455 252.1 0.52 0 249.2

0.520 249.2 0.645 247.3 0.769 247.1 0.894 246.2

C 1.018 245.0 0 1.143 244.3 N 1.267 244.0 £ 1.392 243.2

1.516 243.0 1.640 243.5 1.765 243.6 1.890 243.7 2.014 242.5 2.138 242.3 2.263 242.2 2.378 243.1 2.512 242.5 2.636 242.6 2.761 242.9 2.885 243.0 3.010 243.4

3.285 243.3 B 3.410 241.0 A 3.534 239.3 S 3.659 236.5 £ 3.783 238.4

3.907 238.8

THROUGH THE WALL

T 0K

255.9

247.9

247.9

252.0

244*4

246.0

244*7

24A.7

242.4 242.0 241.5

INSIDE SURFACE

T 0<

233.6

241.7

24J.8

245*4

242*7

242*7 242*4 243.9 243*3 242*0 241.0 240.6 240.3 240.0 240.2 239.9 240.0 240.0 240.3 240.0 239*9 239*9 240.2 240*4 240.9 240*9

236*1 235*4 235*0 213.1

f-0

Page 50: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

MAVOAO RIPC9T 4112

TAtLC V (CONT.)

I^o - 1441 MM KG. AM.» T0 - i27.*\, RE, /MCTCR X 10"' - 11.21

a •4* ^«O-

OUTIIM TMROUO« INSIDE •WACf THE MALL UiRFACl

261*S

242.«

24«*2 244»7 263.2 242.1

241*4

262.4 242.1 241.4 241.0

242.4 242.1 241.4 241.0 240.7 240.4 240.9 240.4

' 240.6 241.0 240.9 240.9 261.0 240.9 240.9 241.0 241.0 241.0 260.9 261.0 240.7 240.} 240.0

240.7 240.4 240*0 239.4

237.1 234.1 234.7 234.4

T-«

0.000 270*3 • 0.048 270.2

0.134 249.9 0*204 249.3 0.-09 247.5 0.334 266.0 0.407 263.3 0.439 264.3 0.320 263.3

0.320 263.3 0.443 262.0 0.769 241.9 0*894 261.3

c 1*018 261.2 0 1*143 261.4 N 1*267 241.6 E 1*392 241.6

1*316 241.6 1*840 261.8 1.749 261.9 1.890 261.7 2.014» 261.8 2.136 261.3 2.263 261.6 2.387 261.7 2.512 261.7 2.436 261.4 2.761 261.2 2.885 261.0 3.010 260.6

3.283 260.3 B 3*410 259.2 A 3*334 237.9 S 3*439 237.3 E 3*783 237.3

3*907 237*2

Page 51: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVOfiO REPORT 6812

TABLE V (COMT*)

(P0 ■ 1407 MM HO« ABS** T0 - 329*5 eIC* RE,/METER X 10'* • 10*7)

OUTSIDE THROUGH INSIDE SURFACE THE MALL SURFACE

S/R T ** 7 ** T 'K

262*1

266*2

267*6 266*3 265*1 263*6

262*9

264*0 263*4 262*7 262*4

264*0 263*6 262*7 262*4 262*0 261*7 261*6 261*9 261*9 262*3 262*5 262*2 262*5 262*4 262*4 262*4 262*5 262*6 262*6 262*2 262*1 262*0 261*2

262*9 262*9 262*3 261*1

• 258*9 258*6 258*5 258*0

T-7

0*000 272.0 s 0*068 272 7 p 0*136 271.6 H 0*204 270.7 E 0*305 269.0 R 0*356 268.1 E 0.4*7 266.6

0.455 265.6 O.^O 264.5

0.520 264.5 0.645 263.2 0.769 262.4 0.S94 262.3

C 1*018 262.6 0 1*143 262.7 N 1*267 262.9 E 1*392 262.9

1.516 262.9 1.640 263.2 1.765 263.4 1.890 263.3 2.014 263.4 2.136 263.2 2.263 263.2 2.387 263.6 2.512 263.2 2.636 263.0 2*761 262.8 2*885 262.9 3*010 262.6

3*285 263*0 B 3*410 261*7 A 3*534 260*7 S 3*659 260*2 E 3*783 259*9

3.907 259*6

Page 52: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVOftO REPORT Uli

TAtLC V (CONT.)

(P0 - 1460 MM H6« ABS.» T0 • 327*2*K* RE,/METER K 10"* > 11*1)

a-i* ßml9*

PUISIOe THROUGH INSIDE SURFACE THE WALL SURFACE

S/R T •* T ** J \

2S1«2

2*2*5

2*4*2 2*4*1 2*2*9 2*2*1 *

2*1*3

241*3 2*1*4 2*1*4 240*9

241*5 241*4 241*4 260*9 260*2 260*1 260*1 260*1 260*3

. 260*9 260*5 260*5 260*6 260*6 260*6 260*9 261*0 260*6 260*5 260*7 260*5 260*1 259*4

241*4 241*4 241*4 259*3

* *

254*4 234*4 254*4 2S**0

?-S

0*000 270*1 s 0*0*« 270*0 p 0*134 269*9 H 0*204 249*2 E 0*305 247*5 R 0*354 245*7 E 0*407 245*2

0*455 243*8 0.540 263*0

0*520 243*0 0*445 241*8 0*749 240*9 0*894 261*2

C 1*014 260*9 0 1*143 261*0 N 1*247 241*2 E 1*392 241*4

1*514 241*3 1*640 241*3 1*765 261*4 1*890 261*4 2*014 241*3 2.138 261*3 2*263 261*2 2*387 261*2 2*312 261*3 2*636 260*8 2*761 260*5 2*88^ 260*3 3*010 260*2

3*265 240*1 B 3*410 258*8 A 3.334 258*0 S 3*659 257*1 E 3.783 254*9

3.907 254*7

Page 53: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVOtt RfPORT 6812

TAtLC V KOHT.)

.-• O0 • 1407 MM HG. AiS.t T0 • S29«4*K* RE,/MCTtK X lO"' • 10*4)

OUTSIOC THROUOH iNtlDf »URFACf Thf WAU «URFAa

• /R T 'K T 'K T 'K

0*000 272*6 i 0*068 272.7 p 0.136 271.9 H 0*204 271.0 C 0.S05 269.1 R • •156 267.5 C 0#6e-7 266.6

0*655 265.3 • •320 266.7

0.520 266.7 • •663 263.5 0.769 263.0 0*894 262.7

c U018 262.7 0 1*163 262.7 N 1.267 263.3 E 1.392 263.3

1*516 263.2 1.660 265*3 1.765 263*3 1*890 263.3 2*016 263*2 2*138 263.3 2*263 263.2 2*B87 263.3 2.312 263*6 2*636 263*1 2*761 262*9 2*883 262*7 3*010 263*0

3*283 262*9 B 3*610 261*3 A 3*336 260*0 1 3*639 259*3 1 »«783 239*2

»••07 2»8*7

267.1 266.0 266.6 262

263.6 262.8 262*2 261

263.6 262*6 262*2 261 261 260 261 261 261 261 242 262 2CI

2ü 202 2&2 262 261 261 261 261

262*9 262*6 261*8 261

238 256 2S8 237

T-f

Page 54: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

KAVOftO R£POAT 4112

TAÄLf V (COMT.J

(P0 - 14S8 MM H6« ABS.* T0 • 127.2 "K» RE,/MET«« X 10'* • ll*2|

a-4' ßm%0'

OUTSIDE TMROUOM INSIDE SURFACE THE WALL SURFACE

S/R T ** T "K J \

241.7

214.9 245.2 21S.8

243.0 262.5 261.9

263.0 262.5 261.9

0.000 270.2 s 0*061 270.4 p 0.134 269.8 H 0.206 249.7 E 0.305 267.2 R 0.354 266.1 E 0.607 264.9

0.6SS 244.2 0.520 242.5

0.520 262.9 0.645 261.7 0.769 261.3 0.894 261.'

C 1.018 261.3 0 1.143 261.7 N 1.267 261.6 E 1.392 261.7

1.516 261.6 1.640 261.9 1*765 261.9 1.690 242.0 2.014 241.8 2.138 242.0 2.263 241.9 2.387 241.7 2.512 241.5 2.636 241.1 2.761 241.1 2.815 240.7 3.010 240.8

3.285 240.9 B 3.610 259.5 A 3.534 258.5 S 3.659 257.8 I 1.783 257.9

1.907 257«7

241.0 240*8 240.2

241 • 2 *

242 »4 »

24l! »9 t

24l! .1

261, »1 260. .7 260. • 7 '40. >4 . .0. • 9 240« »8 240. .8 241« »0 240« «9 260« .9 261« .1 260« .9 241. .0 241« ,1 241« .3 241« >0 241« .0 241« ,0 240. .8 259« 9 259. 8

• 257.4 257.1 257.1 214.8

T-10

Page 55: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVOftO REPORT 6812

TABLE V (CONT.)

.-• (P0 - 1407 HH HG. At«.« T0 - 329.6*lt* RE,/METER X 10 • 10*4)

a«4* ßW

S/R

OUTSIDE SURFACE

T \

THROUGH THE MALL

T '*

INSIDE SURFAU

T \

0.000 272.1 241*7 s 0.068 272.8 * p 0.136 271.9 244*2 H 0.204 271.9 . E 0.309 269.2 247.8 266.9 244*4 263.4 R • .396 268.2 . E 0.407

0.455 267.1 266.0

242.7

0.520 264.9 243.8 24S.4 242.9 262.2

0.520 264.9 249*8 243.4 242*9 262.2 0.645 262.9 262.0 0.769 262.4 261.4 0.894 262.3 261.9

C 1.018 262.9 261.6 0 1.143 262.7 ■ 262.2 N 1.267 263.8 262.1 E 1.392

1.516 1.640 1.765 1.890 2.014 2.138 2.263 2.387 2.912 2.636 2.761 2.CÜ5

262.8 263.0 263.2 263.2 263.1 269.1 263.3 263.4 263.7 264.3 264.7 269.2 269.9

262.1 262.2 262.4 262.5 262.7 262.9 262.9 262*7 262*8 263.4 263.3 26S.4 243.2

>«010 266.4 249.9 244.9 244*0 2*9*)

)«289 249.0 * e 1.410 242.4 * A 9.»34 241.2 299*9 S 1.699 240.1 299*1 E 1.783 299.7

219.1 299*0 218*1

T-ll

Page 56: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVOftO ftlPOST 4112

TAALI V KONT.»

IP0 - 1458 MM HGt ABS*» T0 - 327*2 V» RE, /MCTCR X 10'* • 1UII

a •4* /3«45*

4/R

OUTSIDE SURFACE

T \

THROUGH THE WALL

T \

IMSIOE SURfACi

T \

0*000 270*7 0*04f 270*6 0.156 270*3 0*204 269*4 0*309 267*8 0*356 265*9 0*407 249*2 0*455 264*0 0*520 263*2

0*520 263*2 0*645 262*0 0*769 261*4 0*894 261*9

c 1*018 261*4 0 1*143 261*8 N 1*267 261*8 E 1*392 261*8

1*516 262*0 1*440 262*0 1*765 261*8 1*690 261*7 2*014 261*7 2*131 261*9 2*243 261*9 2*317 141*4 2*912 241*4 2*636 241*2 2*741 241*1 2*819 260*9 3*010 260*7

3*289 261*1 • 3*410 259*8 A 3*934 299*0 S 3» 4 99 258*4 E »709 258*4

HM7 294*1

246*4

242*9

242*9

249*0

242*4

262.<♦

263*7

262*0

262*0

140*9 140*7 t40«i

261*8 «

263*4

262.5

261.7

261.2

261.2 260.8 260.3 260.9 260*6 240*7 240*8 240*8 240*8 241.0 241*0 241*0 241*0 241*0 241*0 241*0 241*0 240*8 240*7 240*0 299*8

* 297*7 297*9 297*4 297*0

▼-IS

Page 57: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORD ftCPORT Mil

TASLC V (COMTt»

(P0 ■ X407 MM HO« AIS.» T0 - l2f«l«K* ftf,/MfTCR X ir* • I9.ff

S/R

oursioe SURFACE

T -K

THROUON THC WAU

T •K

INSIOC SURFACE

T •K

0*000 271*1 s 0*068 272*1 p 0*1)6 271*9 H 0*206 270*7 E 0*S0S 268*6 R 0*956 267*1 E 0**0* 266*S

0*69» 269*1 0*920 266*0

» 0*120 266*0 0*669 262*7 0*769 262*1 0*096 261*9

C 1*018 262*0 0 1*169 262*1 N 1*267 262*9 E 1*992 262*6

1*916 262*9 1*640 262*6 1*765 262*7 1*890 262*5 2*016 262*6 2*198 262*6 2*269 262*8 2*987 269*1 2*912 269*2 2*696 269*6 2*761 266*2 2*889 266*6 9*010 269*9

9*289 269*7 B 9*610 269*0 A 9*996 261*6 1 9*659 260*6 E 9*709 260*2

9*907 299*9

266*9

269*7

269*7

269*2

269*1

269*1

266*1

262*2

262*2

269*8 269*2 266*6

261*7

269*7

269*0

262*6

261*7

261*7 261*6 261*9 261*1 261*6 261*9 261*7 261*7 262*0 262*0 262*0 261*9 261*9 262*1 262*1 262*1 262*9 262*8 262*9 262*9 269*1

f

299*6 259*2 299*0 298*6

▼-IS

Page 58: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVOftO M^MT «€12

TAtLI V (CONT.)

tP0 • UM MM HG« ABS«i T0 • S27«2*K* RE,/METER X 10"* ■ 11«2}

a.4* ßmkO*

OUTSIDE THROUOH INSIDE SURFACE THE WALL SURFACE

S/R T •* T IC T **

2*2 «0

2SS«2

266«> 244*9 249*4 242*4 *

241*7

242*4 242*1 2^1*7 241*1

242*4 242*1 241*7 241*1 240*9 240*4 240*9 240*4 240*9 240*7 240*7 240*7 240.7 240*4 260*t 240*7 240*7 240*7 240*7 241*1 241*0 240*S 240*2

241*4 241*1 260*9 240*1

* 297*7 297*7 297*9 297*1

V-14

0*000 270*9 s 0*044 270*4 ? 0*194 270*1 H 0*204 249*9 E 0*309 247*2 R 0*994 249*4 E 0*407 264*8

0*499 269*9 0*920 269*0

0*920 263*0 0*445 261*8 0*749 261*3 0*494 261*1

C 1*014 261*1 0 1*143 261*4 N 1*247 241*3 E 1*392 241*2

1*316 241*3 1*640 241*9 1*763 241*9 1*690 241*4 2*014 241*9 2*138 241*9 2*263 241*2 2*387 241*9 2*512 241*9 2*636 241*4 2*761 241*2 2*885 241*0 3*010 241*9

3*285 241*4 8 3*410 299*7 A 3*534 258*9 9 3*659 258*7 E 3*783 258*4

3*907 258*9

Page 59: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

MAVOftO RIPORT itl2

TABLE V KONTt)

(P0 ■ 1407 MM HG« AB$«t T0 ■ 329*5 *iCt RC,/METCR X 10"* • 10«7I

a««* /9 •40*

OUTSIDE THROUGH INSIDE SURFACE THE WALL SURFACE

S/R T •K T 'IC T **

260*0

2*9*1 •

266*6 269*6 269*6 262*9

261*9

262*6 261*9 261*9 260*9

262*6 261*9 261*9 260*9 260*6 260*1 260*1 260*9 260*9 260*9 260*6 260*6 260*6 260*7 260*7 260*7 260*9 261*1 261*2 261*9 262*0 262*6 262*6

269*1 269*0 269*0 262*1

291*7 299*9 296*7 297*6

▼•16

0*000 271.5 S 0*068 272*2 p 0*136 271*6 H 0*206 270*5 E 0*905 268.6 R 0*956 266.6 E 0*607 265.9

0*659 264.3 0*920 263.7

'

0*520 263*7 0*665 262*6 0*769 261.7 0*996 261*6

C 1*019 261*9 0 1*163 261*8 N 1*267 261*7 E 1*992 261*6

1*916 261*9 1*660 261*9 1*769 261*9 1*690 261*7 2*016 261*7 2*198 261*8 2*269 262*0 2*987 262*9 2*912 262*9 2*696 269*9 2*761 266*2 2*889 269*1 9*010 266*6

9*289 266*1 B 9*610 262*9 A 9*996 260*9 S 9*699 260*0 E 9*783 299*6

9*907 299*6

Page 60: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

!

NAVORD REPORT «812

TAILI V ICOIIT« I

(R0 • UfS m HO« A8l*t T0 • f27*a\0 RE,/MITIR X 10'* • 1UI)

OUTS101 THROUGH INSIOt SURFACE THE HAU SURFACE

S/R T ** T 'It T ^

242*2

2*2«f

2S«*2 249*0 2SS*9 242*4

241*6

242*1 241*9 2*1*9 241*0

242*8 241*9 241*9 261*0 240*7 240*4 240*9

• 260*9 240*4 240*T 240*9 240*7 241*0 240*8 240*8 240*7 240*7 240*4 240*7 241*0 241*0 240*9 240*7

242*4 242*1 241*9 240*9

297*7 297*4 297*7 297*2

0*000 270*9 $ 0*068 270*9 F 0*196 270*2 H 0*204 269*0 E 0*909 267*0 R 0*996 269*8 E 0*407 264*9

0*499 269*8 0*920 262.8

0*920 262*8 0*645 261*8 0*769 261.2 0*894 261.0

C 1*018 260.9 0 1*143 261.0 N 1*267 261.1 E 1*992 261.0

1*916 261.1 1*640 261.1 1*769 261.2 1*890 261.2 2*014 261.2 2*198 261.1 2*263 261.1 2*987 261.3 2*912 261.4 2*696 261.7 2*761 261.8 2*889 262.0 9*010 262.8

9*289 261.8 B 9*410 260.1 A 9*994 298.9 S 9*699 298.9 e 9*789 298.2

9.107 298.2

Page 61: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT *I12

TABLE V (CONT«)

tP0 > 140« MM HG« ABS*» T0 • 329«l#Ki RE,/METER X 10'* ■ 10*4}

a M* ß «Tl*

OUTSIDE THROUGH INSIDE SURFACE THE WALL SURFACE

$/R T ** J *K T 'K

ISltt

241*S

266*9 263*3 263*6 262^6

261*1

263*0 262*1 261*3 261*3

263*0 262*1 261*3 261*3 260*8 260*6 260*3 260*T 260*9 260*3 260*4 260*3 260*6 260*7 260*9 260*9 261*2 261*2 261*9 262*6 263*2 263*7 263*3

266*9 263*8 264*6 263*3

* *

239*1 258*6 238*5 237*7

T-17

0*000 271*9 s 0*068 272*0

0*136 271*8 0*204 270*7 0*305 268*6 0*396 266*8 0*407 266*0 0*495 264*9 0*520 263*8

0*520 263*8 0*649 262*4 0*769 261*7 0*894 261*4

c 1*018 261*3 0 1*143 261*7 N 1*267 261*8 E 1*392 262*0

1*316 261*9 1*640 262*0 1*765 262*1 1*890 261*9 2*014 261*7 2*138 261*8 2*263 261*9 2*387 262*9 2.512 263*9 2*636 264*7 2*761 265*7 2*885 266*6 3*010 267*4

3*285 265*7 B 3*410 262*9 A 3*534 261*0 S 3*659 260*2 E 3*783 260*0

3*907 259*7

Page 62: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORD REPORT 6812

TABLE V (CONT.J

(P0 ■ 1463 MM HG. ABS.» T0 ■ 327.3 \» RE,/METER X 10"* ■ 11*21

a«6- ß*90*

OUTSIDE THROUGH INSIDE SURFACE THE WALL SURFACE

S/R T V T ** 1 *K

261.5

262.5

266.0 264.9 263.1 261.8

261.2

262.3 261.9 261.4 260.8

262.3 261.9 261.4 260.8 260.3 259.9 259.7 259.9 260.2

. ' 260.5 260.5 260.4 260.7 260.9 261.1 260.9 260.8 260.9 260.8 261.0 260.8 261.3 261.1

263.4 262.9 262.0 261.4

0.000 271.1 s 0.068 ?70.8 p 0.136 270.3 H 0.204 269.3 E 0.305 267.3 R 0.356 265.7 E 0.407 265.0

0.455 263.7 0.520 263.0

0.520 263.0 0.645 262.1 0.769 261.4 0.894 261.4

C 1.018 261.3 0 1.143 261.5 N 1.267 261.4 E 1.392 261.3

1.516 261.1 1.640 261.2 li765 261.0 1.890 261.3 2.014 261.2 2.138 261.2 2.263 261.1 2.387 261.4 2.512 261.6 2.636 261.8 2.761 262.1 2.885 262.3 3.010 263.6

3.285 263.0 B 3.410 260.7 A 3.534 259.4 S 3.659 258.9 E 3.783 258.8

3.907 258.4

256.1 257.9 258.0 257.4

▼-18

Page 63: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

TABLE V (CONT*)

(P0 ■ 1406 MM H6* ABS*» T0 ■ 329*5*IC» RE,/METER X 10'* • 10*6)

a«6* ß*90*

S/R

OUTSIDE SURFACE

THROUGH THE WALL

T V

INSIDE SURFACE

T •*

0*000 272*1 261*6 s 0*068 272*3 * ? 0*136 271*7 266*9 H 0*204 270*8 * E 0*305 268*7 266*3 265*1 263*8 262*1 R 0*356 266*6 * E 0*407

0*455 265*7 264*3

261*3 •

0*520 263*5 262*5 261*7 261*6 260*8

0*520 263*5 262*5 261*7 261*6 260*8 0*645 262*3 260*2 0*769 261*7 259*9 0*894 261*5 260*0

C 1*018 261*6 260*1 0 1*143 261*6 . .• 260*4 N 1*267 261*7 260*2 E 1*392

1*516 1*640 1*765 1*890 2*014 2*138 2*263 2*387

261*8 261*8 261*6 261*8 261*9 262*0 262*2 261*6 263*8

260*4 260*2 260*2 260*7 260*6 260*5 261*1 261*3 261*7

2*512 265*0 • 262*7 2*636 266*0 263*5 2*761 267*0 263*9 2*885 267*0 263*2 3*010 267*3 266*2 265*6 264*2 263*2

3*285 265*7 * 6 3*410 262*8 * A 3*534 260*9 258*7 S 3*659 260*1 258*4 E 3*783

3*907 259*9 259*5

258*3 257*4

▼-19

Page 64: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORD REPORT 6812

TABLE V (CONT.I

(P0 • 1464 MM HG« ABS.» T0 ■ S27»9*K» RE,/METER X 10~9 • Il«2)

0*6* /8-1059

OUTSIDE THROUGH INSIDE SURFACE THE WALL SURFACE

S/R T ** T ** 1 'K

262 «9

263«)

266*0 264.9 263.7 262.5 .

261.7 .

262.7 262.0 261.4 261.3

262.7 262.0 261.4 261.3 260.6 260.4 260.4 260.4 260.4

.■' 260.5 260.5 260.4 260.5 260.6 260.6 260.5 260.5 260.5 260.5 260.5 260.7 260.9 260.7

263.2 262.5 261.6 261.1

257.9 257.7 257.7 297.1

y-ao

0.000 270.7 s 0.068 270.3 F 0.136 270.1 H 0.204 268.6 E 0.305 266.7 R 0.356 265.0 E 0.407 264.3

0.455 263.2 0.520 262.4

0.520 262.4 0.645 261.3 0.769 260.8 0.894 260.6

C 1.016 260.5 0 1.143 260.7 N 1.267 260.8 E 1.392 260.9

1.516 260.9 1.640 261.1 1.765 260.9 1.890 260.6 2.014 . 2.138 260.4 2.263 260.7 2.387 260.9 2.512 260.9 2.636 261.3 2.761 261.7 2.885 262.4 3.010 263.3

3.285 262.7 B 3.410 260.6 A 3.934 259.3 S 3.699 298.8 E 3.783 258.7

3.907 298.4

Page 65: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

TABLE V (CONT«)

(P0 ■ 1406 MM HG« ABS.* T0 ■ S29«5*K* RE,/METER X lO'* • 10.4»

a-6* ߻l05*

OUTSIDE SURFACE

THROUGH THE WALL

INSIDE SURFACE

S/R T ** T »K T •*

0*000 271.9 s 0*068 271*7 p 0*136 271*2 H 0*204 270*1 E 0*305 267*9 R 0*356 266*4 E 0*407 265*5

0.455 264*3 0*520 263*5

0*520 263*5 0*645 262*1 0*769 261*3 0.894 261*2

C 1.018 261*2 0 1.143 261*3 N 1.267 261*4 E 1.392 261*4

1.516 261*3 1.640 261*2 1.765 261.5 1.690 261.4 2.014 261.4 2.136 261.7 2.263 261.8 2.387 263.0 2.512 264.4 2.636 265.5 2.761 266.6 2.885 266.7 3.010 266.8

3.285 265.2 B 3.410 262.6 A 3.534 26*0.7 S 3.659 260.0 E 3.783 259*8

3.907 259*6

266*6

262*6

262*6

265*2

262*3

262*3

263*8

261*7

261*7

266*4 265*2 2 64« 2

261« »6 » »

263* »3 i i

262 < »3 » i

261« .7 < >

261< iO

261« .0 260« 260i 260. 260« 260« 260« 260« 260« 260« 260« 260« 260« 260« 261« 261« 262« 263« 264« 263« 263«

259*0 258*7 258*6 257*9

v-ai

Page 66: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO IWOftT 61 It

TAtLff V (CONT«)

»-• (P0 ■ 1444 MM HG« ABS«» T0 ■ 327t»*K» RE,/MCTIR K 10'* > ll»l)

S/R

OUTSIDE SURFACE

T •*

THROUGH THE WALL

T •*

INSIDE SURFACE

T »IC

0*000 271*0 s 0*0M 270*4 R 0*196 269*8 H 0*204 268*8 E 0*905 266*9 R 0*394 269*4 E 0*407 244*4

0*499 249*9 0*920 242*7

0*920 242*7 0*645 261*7 0*769 261*1 0*894 260*9

C 1*018 260*8 0 1*143 260*8 N 1*267 260*9 E 1*392 260*9

1*916 260*9 1*640 260*9 1*765 260*9 1*890 260*7 2*014 260*4 2*138 240*9 2*263 240*2 2*387 240*4 2*512 240*9 2*636 240*9 2*761 240*9 2*885 241*2 3*010 242*1

9*285 242*9 B 9*410 240*9 A 9*534 299*1 S 9*699 298*7 E 9*789 298*7

9*907 298*2

249*8

242*9

242*9

244*8

242*2

242*2

249*9

241*9

241*9

242*2 241*8 241*2

242*9

249*2

242*2

241*9

241*1

241*1 240*9 240*4 240*9 240*9 240*9 240*7 240*9 240*9 240*4 240*9 240*4 240*4 240*9 240*9 240*2 240*9 240*2 240*4 240*2 240*4

*

297*7 297*4 297*9 297*0

▼-23

Page 67: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

TABLE V KONT.J

(P0 • 1409 MM HG« ABS.* T0 > 329.99K» RE,/METER X XCT* - 10.6)

O^* /9-120#

OUTSIDE THROUGH INSIDE SURFACE THE WALL SURFACE

S/R J \ T •K T »It

261*4

269*0 *

266*2 269*0 263*6 262*0

261*9 *

262*6 261*8 261*6 260*8

262*4 261*8 261*6 260*8 260*9 260*2 260*1 260*9 260*9 260*9 260*4 260*9 260*5 260*5 260*7 260*6 260*6 260*6 260*9 261*7 262*5 263*2 262*7

266*1 264*9 263*7 263*0

258*6 258*2 258*1 297*4

T-as

0*000 271*9 s 0*068 271*3 p 0*136 271*0 H 0*204 269*7 E 0*305 267*8 R 0*356 266*2 E 0*407 265*3

0*455 264*3 0*520 263.5

0*520 263*5 0*645 262*0 0*769 261*5 0*894 261*2

C 1*018 260*8 0 1*143 261*1 N 1*267 261*2 E 1*392 261*0

1*516 261*1 1*640 261*3 1.765 261*4 1*890 261*4 2*014 261*9 2*138 261*3 2*263 261*9 2*387 262*1 2*512 263*1 2*636 264*0 2*761 265*2 2*885 265*9 3*010 266*5

3*285 264*8 B 3*410 262*2 A 3*534 260*9 S 3*659 299*9 E 3*783 299*6

3*907 299*2

Page 68: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6S12

TABLE V (CONT.)

CP0 • 1444 HG« ABS.» T0 • l27«>*Kf RE,/METER X 10"* • ll«2)

0«4# /9>135a

S/R

OUTSIDE SURFACE

T *!(

THROUGH THE WALL

T 'IC

INSIDE SURFACE

T •K

0*000 270.1 s 0*068 270.0 p 0*1)4 249.7 H 0*204 268.2 E 0*305 266*3 R 0*)S4 265.0 E 0*407 264.5

0*455 263*0 0*520 262.4

0*520 262.4 0*645 261.2 0*769 260.5 0*894 260.3

C 1*018 260.3 0 1*143 260*3 N 1*267 260.3 E 1*392 260.5

1*516 260.3 1*640 260.2 1*765 260.2 1*890 260.2 2*014 260.0 2*138 259*8 2*263 259.8 2*387 260*0 2*512 260*0 2*636 259*7 2*761 260*0 2*885 260*0 3*010 260*5

3*285 261*1 B 3*410 259*8 A 3*534 258.7 S 3*659 258.2 E 3*783 258.0

3*907 25S.0

265.2

262.1

262*1

264.3

261.6

261.6

262.9

261.S

261.3

260.9 260.5 260*2

262.0

263.0

262.2

261.6

260.8

260.8 260.5 260.2 260.1 260.2 260.2 260.4 260.2 260.1 260.4 260.2 260.2 260.1 260.0 260.1 259.9 259.9 259*7 259*8 259*5 259*5

257.7 257.» 257.3 256. 9

▼-S4

Page 69: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

MAVORD REPOKT «•12

TABLI V (CONTO

(P0 • 1405 MM HG« ABS»* T0 > 329«4*R» RE,/MCTCR X 10'* • 10*«)

a-** /9.13»-

OUTSIDE THROUGH INSIDE SURFACE THE WALL SURFACE

S/R T 'K T ll T *K

241«»

243*4

244*1 243*3 243*4 242*3

241*7

242*4 242*2 241*4 241*0

242*4 242*2 241*4 241*0 240*7 240*3 240*3 240*4 240*3 240*1 240*3 240*3 240*9 240*3 240*3 240*6 240*7 240*9 241*0 241*3 241*3 242*1 241*8

243*1 244*3 243*3 242*3

*

238*4 238*3 238*0 237*3

▼-as

0*000 272*7 s 0*048 271*4 p 0*134 271*2 H 0*204 249*4 E 0*303 247*8 R 0*334 245*t E 0*407 245*2

0*433 243*9 0*320 243*3

0*320 243*3 0*445 242*1 0*749 241*4 0*894 240*9

C 1*018 240*8 0 1*143 240*9 N 1*247 240*9 E 1*392 240*8

1*514 240*8 1*440 240*9 1*745 240*8 1*890 240*8 2*014 240*7 2*138 240*7 2*243 241*1 2*387 241*2 2*512 241*7 2*434 242*3 2*741 243*4 2*885 244*4 3*010 243*3

3*283 244*3 B 3*410 242*0 A 3*334 240*3 S 3*459 239*7 E 3*783 259*3

3*907 258*9

Page 70: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORD REPORT 6612

TABLE V rCONT»)

(P0 • U04 MM HG« AS6*f TA • 126*4*Ki RE,/METER X 10'* • 10*7) •i

a «6* ß»l%0 •

OUTSIDE THROUGH INSIDE SURFACE THE WALL SURFACE

S/R T 'IC T •* J •*.

261*7

26SIT •

266.6 265.4 269*9 262*6

262*2

262*9 262*3 261*9 261*2

262*9 262*3 261*9

0*000 272*9 s 0*066 271*9 p 0*136 271*1 H 0*204 269*8 E 0*109 267*6 R 0*396 269.9 E 0*407 269*4

0*499 264*2 0*920 263*4

0*920 263.4 0*649 262.1 0*769 261.6 0*694 261.3

C 1*016 261.3 0 1*143 261.2 N 1*267 261.3 E 1.392 261.2

1.916 261.0 1.640 261.1 1.765 261.0 1.890 261.0 2.014 260.9 2.136 260.9 2.263 260.9 2.387 261.2 2.912 261.3 2.636 261.9 2.761 262.4 2.889 269*2 3.010 264*2

3.269 263*8 B 3.410 261*7 A 3.934 260*4 S 3.699 299*7 E 3.783 299*9

3*907 299*2

264*2 269*5 262*7

261. • 2 260« »6 260. >6 260« »7 260*8 260« >8 261« i0 260« 260i 260« 260i 260« 260« 260« 260« 260« 261.k 261« 3 261« 9 261« 9 262« 0

« i *

296* 9 298* 4 298* 9 297* f

f-ae

Page 71: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

TABLE V (CONTtl

(P0 ■ 1405 MM HG, ABS.. T0 • 329.2 V» RE,/METER X 10"* ■ 10.7»

a .6* ß-liO*

OUTSIDE SURFACE

THROUGH THE WALL

INSIDE SURFACE

S/R T "K T •K T *<

0.000 272.7 s 0.066 271.6 p 0.136 271.5 H 0.204 269.9 E 0.305 266.0 R 0.356 266.1 E 0.407 265.4

0.455 263.9 0.520 263.3

0.520 263.3 0.645 262.1 0.769 261.8 0.894 261.6

C 1.018 261.4 0 1.143 261.4 N 1.267 261.3 E 1.392 261.1

1.516 261.0 1.640 261.2 1.765 261.1 1.890 261.1 2.014. 261.1 2.138 260.8 2.263 260.6 2.387 261.3 2.512 261.5 2.636 261.7 2.761 262.6 2.885 263.5 3.010 264.7

3.285 264.4 9 3.410 262.1 A 3.534 260.7 S 3.659 260.1 E 3.783 259.9

3.907 259.6

266.4

263.2

263.2

265.4

262.7

262.7

264.7 263.9

262.0

263.7

264.1 262.7

262.0

262.9 •

261.3

262.5 261.3 260.9 260.5 260.6 260.6 260.6 260.8 260.7 260.6 260.7 260.7 260.6 260.6 260.7 260.9 261.0 261.1 261.2 261.6 261.5

263.0 262.2

259.1 258.9 258.9 258.0

Y-27

Page 72: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORD REPORT 6612

TABLE V (CONT.)

(P0 ■ 1404 MM HG. ABS.f T0 ■ 328«6*K» RE,/METER X 10"* - 10*7»

0-6* $*165'

OUTSIDE THROUGH INSIDE SURFACE THE WALL SURFACE

S/R T "K T ** T •<

26l*k

263*6 •

266*6 265.4 264*1 262*8

261*7 *

263*1 262*5 262*1 261*0

263*1 262*5 262*1 261*0 260*6 260*5 260*5

.. 260*5 260*5 260*7 260*6 260*5 260*6 260.7 260*8 260*5 260*6 260*6 260*6 260*7 260*7 260.7 260*7

262*1 261*9 261*2 260*8

256*5 256*5 258*5 238*1

0*000 272*4 s 0*068 271*4 p 0*136 270*8 H 0*204 269*5 E 0*305 267.2 R 0*356 266*2 E 0*407 264*9

0*455 263*9 0*520 263*1

0*520 263*1 0*645 261*9 0*769 261*4 0*694 261*3

C 1*018 260*8 0 1*143 260*9 N 1*267 261*0 E 1*392 261*0

1*516 260*9 1*640 260.8 1*765 260*7 1*890 260.6 2*014 260.6 2*138 260*5 2*263 260*3 2.387 260*4 2*512 260*5 2*636 260*5 2.761 260*6 2*885 260*8 3*010 261*7

3*265 262.4 B 3*410 261.1 A 3*534 260*0 S 3*659 259*7 E 3*783 259*5

3*907 259*6

▼-28

Page 73: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORD REPORT 6612

TABLE V (CONT.)

-• (P0 ■ 1404 MM HG. ABS.t T0 ■ 329.20K* RE,/METER X 10 ■ 10.7)

0«6# /9«165#

S/R

OUTSIDE SURFACE

T •*

THROUGH THE WALL

T **,

INSIDE SURFACE

T V

0*000 272.4 s 0*068 271.4 p 0*136 270.7 H 0*204 269.2 E 0.305 267*6 R 0*336 265*8 E 0*407 265.1

0*455 263.6 0*520 263.0

0*520 263.0 0*645 262.1 0*769 261*5 0*894 261*3

C 1*018 260.9 0 1*143 260.9 N 1*267 260.9 E 1*392 260.6

1*516 260.7 1*640 260.7 1.765 260.7 1*890 260.5 2.014 260.9 2.138 260.2 2.263 259.9 2.387 260.4 2.512 260.6 2.636 260.4 2*761 260.7 2.885 260.9 3.010 262.0

3.285 262.9 B 3.410 261.3 A 3.534 260.3 S 3.659 260.0 E 3.783 259.9

3.907 259.6

266.2

262*6

262.6

265.2

262.1

262.1

263.4

261.6

261.6

262.2 262.0 261.6

260 i9 •

263 .0 •

261 .9 »

261 »2 •

260. • 6

260. »6 260. ,3 260. • 6 260. >6 260. »9 261. .0 261. .1 260. .9 261. .2 261. i3 261. .2 261. .2 261. >0 261. .0 260. • 9 260« .9 260« >9 260« • 9 260« .9 260« .9 261« 2

256.7 256.7 256.6 256.3

V-29

Page 74: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6612

TABLE V (CONTtl

<P0 ■ 1404 MM HG« ABS.» T0 ■ 328.9V» RE,/METER X 10"* ■ 10.7»

«■6* ;9-180#

OUTSIDE THROUGH INSIDE SURFACE THE WALL SURFACE

S/R T 'K T V T #K

266.7 265.2 263.8 262

262.7 262.3 261.8 261

0.000 272.5 s 0.068 271.5 p 0.136 271.0 H 0.204 269.5 E 0.305 267.3 R 0.356 265.8 E 0.407 264.9

0.455 263.9 0.520 262.9

0.520 262.9 0.645 261.8 0.769 261.2 0.894 261.0

C 1.018 260*8 0 1.143 260.9 N 1*267 261.0 E 1.392 260.7

1.516 260.6 1.640 260*6 1.765 260*6 1.890 260*4 2.014 260*3 2.138 260*2 2.263 260*0 2.387 260.1 2.512 259*9 2.636 260*1 2.761 260*1 2.885 260*2 3.010 260*6

3.285 261*8 B 3.410 260*7 A 3.534 259*8 S 3.659 259*6 E 3.783 259*6

3.907 259*5

262.7 262*3 261.8 261 260 260 260

. 260 260 260 260 260 260 260 260 260 260 260 260 260 260 260 260

261.1 260.9 260*5 260

258 258 258 236

V-30

Page 75: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

TABLE V (CONT.)

(P0 • 1404 MM HG« ABS.» T0 • 329.2 Vf RE,/METER X lO-* - 10.7)

a «6* /9«180#

S/R

OUTSIDE SURFACE

T V

THROUGH THE WALL

T •*

INSIDE SURFACE

T •K

0.000 272.3 S 0.068 271.5 p 0.136 270.9 H 0.204 269.4 £ 0.305 267.5 R 0.356 266.1 E 0.407 264.6

0.455 263.9 0.520 262.9

0.520 262.9 0.645 261.9 0.769 261.5 0.894 261.3

C 1.016 261.3 0 1.143 261.3 N 1.267 260.9 E 1.392 261.0

1.516 261.0 1.640 261.0 1.765 260.9 1.690 260.8 2.014 260.5 2.136 260.6 2.263 260.3 2.367 260.5 2.512 260.5 2.636 260.5 2.761 260.5 2.665 260.6 3.010 261.0

3.265 262.2 B 3.410 261.1 A 3.534 260.3 S 3.659 259.9 E 3.763 259.9

3.907 259.8

266.0

262.6

262.6

265.2

262.3

262.3

263.6

261.9

261.9

261.1 261.0 260.6

261.3 •

263.4

262.4

262*1 •

261.8

261.6 261.3 261.0 260.9 260.9 261.1 261.0 260.9 260.9 261.0 261.0 261.0 260.6 260.9 260.6 260.6 260.6 260.6 260.7 260.3 260.5

258.7 258.8 256.9 258.3

y-3i

Page 76: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6612

TABLE VI

LOCAL TEMPERATURE DISTRIBUTION ON THE SPHERE-CONE MODEL AT M, ■ 4.84

(P0 ■ 2213 MM HG. ABS.. T0 • 320.0V» RE, /METER X ID"* • 8.4 )

a «0*

S/R

OUTSIDE SURFACE

T •*

THROUGH THE WALL

T **

INSIDE SURFACE

T •<

0.000 247.5 s 0.068 247.4 p 0.136 246.0 H 0.204 244.3 E 0.305 240.9 R 0.356 238.7 E 0.407 236.6

0.455 234.9 0.520 233.1

0.520 233.1 0.645 231.3 0.769 230.7 0.894 230.3

C 1.018 230.2 0 1.143 230.3 N 1.267 230.4 E 1-.392 230.5

1.516 230.8 1.640 231.1 1.765 231.3 1.890 231.4 2.014 231.5 2.138 231.7 2.263 231.7 2.387 232.0 2.512 231.7 2.636 231.8 2.761 231.7 2.885 231.5 3.010 231.3

3.285 230.5 B 3.410 229.9 A 3.534 229.2 S 3.659 228.8 E 3.783

3.907 245.5

238.5 236.3

232.3 231.3

232.3 231.3

233.4

230.4

230.4

230.7 230.5

232.2

232.4

230.9

230.1

229.2

229.2 228.5 228.4 228.4 228.5 228.6 228.9 229.1 229.4 229.7 230.1 230.4 230.5 230.8 230.7 230.9 230.6 230.9 230.8 230.6 230.2

228.5 228.5 228.0 227.6

VI-1

Page 77: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORD REPORT 6612

TABLE VI ICONT.)

(P0 ■ 2228 MM HG. ABS.. T0 ■ 320«0*Kt RE,/METER X 10"* ■ 8*5 )

a «O*

OUTSIDE THROUGH INSIDE SURFACE THE WALL SURFACE

S/R TV T ** T nc

232*4

232*5

236*8 236*5 233*9 231*0

230*1

232*2 231*3 230*2 229*1

232*2 231*3 230*2 229*1 226*3 228*0 226*2 228*3 228*2 226*6 228*5 226*9 229*2 229*6 230*1 230*3 230*5 230*6 230*7 230*6 230*6 230*6 230*5

230*6 230*3 230*0

0*000 247.2 s 0*066 247*4 p 0*136 245.7 H 0*204 244*7 E 0*305 240*5 R 0*356 239*2 E 0*407 236*3

0*455 235*4 0*520 232*8

0*520 232*8 0*645 231.0 0.769 230.5 0*694 230.2

C 1*018 230.0 0 1*143 230.1 N 1.267 230*2 E 1.392 230.4

1.516 230.5 1.640 231.0 1*765 231.1 1.890 231.3 2.014 231.2 2.136 231.7 2.263 231.6 2.367 231.9 2.512 231.7 2.636 231.8 2.761 231.6 2.865 231.4 3.010 231.3

3.265 230.4 B 3*410 229.8 A 3*534 229.1 S 3*659 E 3.763

3.907 226.5

228*4 228.4 227*7 227*3

vi«a

Page 78: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6612

TABLE VI (CONT.I

(P0 • 2222 MM HG« ABS«» T0 • 320.0*Kt RE,/METER X 10'* ■ e.4 )

O«0*

S/R

OUTSIDE SURFACE

T V

THROUGH THE WALL

T •*

INSIDE SURFACE

0*000 247*2 s 0.068 247*5 p 0*136 245*8 H 0*204 244*5 E 0*305 240*6 R 0*356 238*8 E 0*407 236*4

0*455 235*1 0*520 233*0

0*520 233*0 0.645 231*2 0*769 230*4 0*894 230*2

C 1*018 230.1 0 1*U3 230.2 N 1*267 230.2 E 1*392 230.4

1*516 230.5 1*640 231.0 1*765 231.2 1.890 231.3 2.014 231.4 2.138 231.6 2.263 231.7 2.387 231.9 2*512 231.6 2*636 231.7 2.761 231.6 2.885 231.5 .».010 231.3

3.285 230.2 B 3.410 229.8 A 3*534 229*3 S 3*659 E 3.783 228*5

3*907

238*5

232*3

232*3

236*2

231*5

231*5

233*6

230*5

230*5

230*7 230*6

232*4

232.5

231.0

230*1

229*2

229*2 228*5 228.2 228.5 228.6 228.7 229.0 229.0 229.4 229.6 229.9 230.4 230.5 230.8 230.7 230.8 230.7 230.8 230*8 230*5 230*2

228*5 228*4 227*8 227*6

TI-3

Page 79: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

TABLE VI (CONT.)

»-• (P0 • 2004 MM HG« ABS.» T0 ■ 321*0 *K» RE,/METER X 10 - 7.6 )

a«o*

S/R

OUTSIDE SURFACE

T V

THROUGH THE WALL

T V

INS'DE SURFACE

T **

0*000 236.6 219*0 S 0*068 235*7 p 0*136 235.1 219*6 H 0*204 233.2 E 0*305 230.0 226*8 224.3 221*3 218*9 R 0*356 227.3 E 0*407

0*455 225.4 223.2

217,7

0*520 221.2 219*1 218*1 217*1 216*0

0*520 221.2 219,1 218.1 217*1 216*0 0*645 216.8 214.9 0*769 218.0 214*8 0*894 217.6 214*8

C 1*018 217.5 « 214,9 0 1*143 217.6 " 215*0 N 1*267 217.8 215*2 E 1*392

1*516 1*640 1*765 1*890 2*014 2*138 2.263 2*387 2*512 2*636 2*761 2*885

217.9 218.1 218.2 218.3 216.3 218.4 218.3 218.3 218.2 218.1 217.9 217.8 217.6

215*4 215*5 215*6 215*7 215*9 216*0 216*0 216*1 216*1 216*1 216*0 215*9 215*6

3*010 217.4 216*9 216*3 215*8 215*2

3*285 217.6 B 3*410 A 3*534 213.5 212*1 S 3*659 212.6 211*2 E 3*783

3.907 211.8 211*4

210*7 210*0

▼1-4

Page 80: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

OUTSIDE SURFACE

V* W AT' •K

245.1 245*0 1*0 «i

245.1 24&.0 1*2 -1 245.1 244.4 6.6 -1 245.1 245.2 -7.2 -2 245.1 244.7 4.2 -1 245.1 245.1 245.2 -8.2 -2 245.1 245.3 -2.6 • 1 245.1 245.8 -6.9 • 1 245«1 245.7 -5.7 -1 245.1 245.0 3.6 •2

INSIDE SURFACE

Tc-* V AT« •K

228.3 227.8 4.2 Äi

228.3 227.8 4.2 -1 228.3 226.3 3.0 »3 228.3 228.4 -7.7 -2 228.3 228.1 1.7 mm 1

228.3 228.3 228.5 -2.3 -1 228.3 228.6 -3.0 -1 228.3 228.8 -5.2 • 1 228.3 228.6 -3.6 »1 228.3 227.5 7.8 -1 228.3 226.2 1.2 -1 228.3 227.9 3.5 •I

NAVORD REPORT 6812

TABLE VI (CONT.)

a «6* • FIRST SET

(P0 • 2233 MM HG. ABS.» T0 ■ 320.0*IC» RE,/METER X 10~' ■ 8.5 I

S/R ß*

0.000 0 15 30 45 60 75 90

105 120 135 150 165 245.1 244.6 4.4 -1 180 245.1 244.8 3.0 -1

0.068 0 245.1 245.3 -2.3 -1 15 245.1 244.9 2.2 -1 30 245.0 244.9 1.0 -1 45 245.0 244.9 1.0 -1 60 244.9 245.0 -5.9 -2 75 244.8 90 244.6 244.7 4.3 -2

105 244.7 245.1 -3.3 -1 120 244.7 245.1 -4.7 -1 135 244.6 245.5 -8.7 -I 150 244.5 243.8 7.0 -1 165 244.5 243.9 5.6 -1 180 244.4 244.3 1.8 -1

0.136 0 244.7 244.8 -1.4 -1 229.5 229.6 -1.3 - 15 244.6 244.7 -1.5 -1 229.4 229.4 7.2 - 30 244.4 244.1 3.1 -1 229.4 229.4 -2.3 - 45 244.2 244.3 -7.6 -2 229.3 229.5 -l.l - 60 244.0 243.8 1.5 -1 229.3 229.1 1.9 - 75 243.8 229.2 90 243.6 243.6 -1.5 -2 229.2 229.1 6.6 -

103 243.4 243.4 -7.6 -3 229.2 229.1 5.5 - 120 243.2 243.6 -3.7 -1 229.1 229.5 -3.6 - 135 243.0 243.4 -4.1 -1 229.1 229.3 -2.7 - 150 242.8 242.5 3.1 -1 229.0 226.9 1.5 - 165 242.6 242.4 2.5 -1 229.0 226.7 2.3 - 180 242.5 242.4 5.7 -2 228.9 226.4 5.4 -

▼I -»I

Page 81: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORD REPORT 6612

TABLE VI (CONT.J

O >6*» FIRST SET

OUTSIDE SURFACE

S/R

0.204

0.305

0.356

ß*

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 160

0 15 30 45 60 75 90

105 120 135 150 165 180

V* W ATV

243.6 243.1 9.1 wi

243.4 244.0 -9.2 •x 243.1 242.7 3.6 •1 242.8 242.4 4.3 •1 242.9 242*3 1.3 •1 242.2 241.8 241.7 1.0 -1 241.5 241.8 -2.6 -1 241.2 241.9 -3.0 •x 240.9 241.7 -7.7 •x 240.6 240.0 5.3 •x 240.2 239.9 2.9 •x 240.0 240*4 -3.7 «• x

239.9 239.9 7.0 Ä J

239.7 239.7 9.3 -3 239.3 239.2 1.6 •x 238.9 239.2 -2.0 -X 236.6 236.4 1.3 -x 238.2 237.6 237.6 1.9 —2 237.5 237.4 7.2 -2 237.1 237.4 -2.9 -x 236.7 237.0 -2.7 -x 236.4 236.2 1.6 •x 236.0 235.6 1.9 -x 235.7 235.6 9.6 "2

237.6 237.5 9.6 ^2

237.3 237.2 1.6 -x 237.0 237.0 -4.9 -2 236.6 236.6 5.7 •2 236.2 236.3 -8.2 -2 235.9 235.5 235*4 1.2 -x 235.2 235.3 -1.3 • 1 234.6 235.0 -1.9 •x 234.4 235.0 -5.9 • X 234.1 233.6 4.4» •x 233.7 233.4 2.9 •x 233.5 233.7 -2.4 •x

INSIDE SURFACE

VK T^ AT11

228.6 228.5 1*1 -1 226.5 228.9 9*8 -3 226.4 228.9 -1.0 -1 228.3 226.2 1.4 -1 226.2 228.X 8.1 -2 226.1 226.0 227.9 7.0 -2 227.9 227.9 2.2 •2 227.6 228.X -3*1 • X 227.7 228.0 -2*6 • X 227.6 227.9 1.4 m X

227.5 227.3 2.0 •x 227.4 227.2 2*0 -x

▼1-6

Page 82: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6612

TABLE VI (CONT.)

a »6* • FIRST SET

OUTSIDE SURFACE INSIDE SURFACE

S/R

0.407

0.455

0.520

ß*

0 15 30 45 60 75 90

105 120 135 150 165 ISO

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

V* Tm* AT*K

235.0 235.2 -1.7 -1 234.8 235.0 -2.1 -1 234.5 234.0 5.0 -1 234.2 234.4 -1.7 -I 233.9 2">4.0 -9.6 -2 233.5 233.2 233.1 6.8 -2 232.9 232.6 8.6 -2 232.6 232.8 -2.6 -1 232.3 232.5 -2.3 -1 231,9 231.8 1.2 -1 231.6 231.4 1.7 -1 231.4 231.4 2.1-2

233.3 233.4 -6.2 -2 233.1 232.8 3.4 -I 232.8 233.0 -2.0 -I 232.5 232.5 3.2 -2 232.2 232.3 -1.3 -1 231.9 231.6 231.4 1.9 -I 231.3 231.4 -1.1 -1 230.9 231.2 -2.6 -1 230.6 231.2 -5.2 -1 230.3 229.9 3.8 -I 230.0 229.7 2.8 -I 229.8 230.0 1.9 -1

231.1 231.2 -6.1 -2 230.9 230.9 2.4 -2 230.6 230.8 -1.5 -1 230.3 230.4 -2.0 -2 230.0 229.9 6.2 -2 229.7 229.4 229.3 1.7 -1 229.1 226.9 1.7 -1 226.6 229.0 -1.6 -1 228.5 228.7 -1.9 -1 226.2 228.1 6.0 -2 227.9 227.9 -1.5 -3 227.7 227.8 -8.4 -2

Te-K V* AT' lK

227.3 227.5 -1.5 .i

227.2 227.2 3.5 -2 227.1 227.3 -2.4 -1 227.0 226.9 1.2 -I 226.8 226.6 6.6 -2 226.7 226.6 226.6 5.6 -3 226.5 226.4 3.3 -2 226.4 226.6 -2.0 -1 226.2 226.5 -2.S • 1 226.1 226.2 -1.0 -1 226.0 225.9 6.0 •2 225.9 225.9 l.l -2

226.3 226.4 -8.9 -3 226.3 226.2 1.2 -2 226.1 226.2 -1.1 -1 226.0 226.0 8.4 -3 225.6 225.6 1.5 -2 225.7 225.5 225.6 -5.6 -2 225.4 225.5 -1.1 -1 225.2 225.5 -2,9 -1 225.1 225.5 -4.0 -1 224.9 225.0 -9.7 -2 224.8 224.6 -4.0 -2 224.7 224.9 -2.3 -1

▼X-7

Page 83: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

TABLE VI (CONT.)

a «6* » FIRST SET

OUTSIDE SURFACE INSIDE SURFACE

S/R

0.645

ß'

0.769

0.894

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

V* T#IC AT '<

229.0 228.9 8.4 -2 228.8 229.1 -3.1 -1 228.5 228.4 5.9 -2 228.2 228.2 5.8 -2 227.9 227.8 1.5 -1 227.6 227.3 227.1 2.4 -1 227.1 227.0 5.3 -2 226.8 226.9 -1.3 -1 226.5 226.4 3.3 -2 226.2 226.3 -6.9 -2 225.9 226.0 -8.7 -2 225.7 226.2 -4.6 -1

228.0 228.1 -6.3 -2 227.9 227.9 -2.6 -2 227.6 227.6 -3.9 -2 227.4 227.5 -9.5 -2 227.1 227.0 1.2 -1 226.9 226.6 226.4 1.9 -1 226.4 226.3 3.3 -2 226.1 226.2 -6.3 -2 225.9 226.1 -2.1 -1 225.6 225.6 1.3 -2 225.4 225.3 6.6 -2 225.2 225.2 3.7 -3

227.5 227.7 •1.9 -1 227.3 227.3 3.0 -2 227.1 227.2 -7.2 -2 226.8 227.0 -1.0 -1 226.6 226.5 7.7 -2 226.4 226.1 225.9 1.7 -1 225.9 225.8 3.9 -2 225.6 225.7 -1.2 -2 225.4 225.6 -1.8 -1 225.2 225.1 3.5 -2 224.9 224.9 1.7 -2 224.8 224.7 6.1 -2

V* V* AT •K

225.7 225.7 -1.0 -2 225.6 225.6 2.1 -2 225.4 225.5 -3.2 •2 225.3 225.3 2.1 • 2 225.1 225.1 -4.4 -3 225.0 224.8 224.8 2.3 -2 224.7 224.7 -8.1 -2 224.5 224.6 -l.l -1 224.3 224.1 2.6 -1 224.2 224.2 -3.9 -2 224.0 224.1 -5.9 •2 223.9 224.2 -2*6 —1

225.4 225.3 6.6 — 2 225.3 225.1 1.3 -1 225.1 225.0 1.0 -1 225.0 225.0 2.7 -2 224.8 224.5 3.0 -1 224.7 224.5 224.3 2.5 m ^

224.4 224.3 1*1 -1 224.2 224.1 1.4 -1 224.1 224.2 -8.4 -2 223.9 223.7 2.2 -1 223.8 223.6 1.7 -1 223.7 ;>23.4 2.6 — X

225.3 225.4 -5.2 „ o

225.2 225.2 7.9 -3 225.1 225.1 -5.3 -2 224.9 225.0 -4.6 -2 224.7 224.6 9.3 -2 224.6 224.4 224.3 1.5 -1 224.3 224.3 -2.3 -2 224.1 224.1 -5.1 -2 223.9 224.2 -2.6 -1 223.8 223.6 1.1 -1 223.6 223.5 6.8 -2 223.5 223.4 1.2 -1

▼1-8

Page 84: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6612

TABLE Vt (CONT.)

aa«** FIRST SET

S/R

1*018

1.143

1.267

^#

0 15 30 45 60 75 90

105 120 135 150 165 ISO

0 15 30 45 60 75 90

105 120 135 150 165 ISO

0 15 30 45 60 75 90

105 120 135 150 165 ISO

OUTSIDE SURFACE

V* V* AT •K

227.4 227.5 -1.4 »i

227.2 227.2 -1.8 -2 226.9 227.0 -7.6 -2 226.7 226.7 1.1 -2 226.4 226.4 9.7 -3 226.1 225.9 225.7 1.9 -1 225.6 225.6 3.7 •2 225.4 225.4 -2.0 «2 225.1 225.3 -2.1 • 1 224.6 224.8 6.3 •2 224.6 224.6 7.5 -3 224.4 224.3 7.0 •2

227.3 227.4 -1.5 .1

227.1 227.2 -8.8 •2 226.8 226.9 -1.6 • 1 226.5 226.6 -4.7 •2 226.2 226.4 -1.3 • 1 225.9 225.7 225.5 1.3 <m\

225.4 225.4 -4.3 -2 225.1 225.2 -1.0 -1 224.6 225.1 -2.8 -1 224.5 224.5 4.7 •2 224.3 224.3 -1.3 -2 224.1 224.1 -3.0 —2

227.2 227.3 -9.0 -2 227.0 226.9 5.6 -2 226.7 226.7 -4.5 -2 226.4 226.4 4.5 -2 226.1 226.2 -1.3 -1 225.6 225.$ 225.4 1.5 • 2 225.2 225.3 -4.6 -2 225.0 225.0 -1.2 •2 224.7 224.8 -1.4 -1 224.4 224.2 1.3 • 1 224.1 224.1 -1.3 •2 223.9 223.9 -2.1 •3

INSIDE SURFACE

V* W AT#IC

225.4 225.4 •8.3 »2 225.2 225.3 -1.5 -2 225.1 225.0 2.8 •2 224.9 225.0 -6.3 «»2 224.7 224.7 4.6 •2 224.5 224.4 224.2 1.6 •1 224.2 224.2 •4.4 «»2 224.0 224.1 -8.5 •2 223.6 224.0 •1.9 • 1 223.6 223.6 6.8 •2 223.5 223.4 9.4 »2 223.4 223.3 9.4 —2

225.4 225.4 -2.1 .5 225.3 225.3 3.7 -2 225.1 225.1 -1.3 -3 224.9 225.0 -3.9 -2 224.7 224.7 -2.8 -2 224.5 224.3 224.2 1.3 m I

224.1 224.2 -9.7 -3 224.0 224.0 -4.6 -2 223.8 224.0 -2.2 -1 223.6 223.4 1.2 -1 223.4 223.3 5.4 -2 223.3 223.5 -2.7 —1

225.5 225.4 1.4 Ä i

225.4 225.3 1.2 -1 225.2 225.2 1.5 -2 225.0 224.8 2.0 -1 224.7 224.7 3.4 -2 224.5 224.3 224.1 2.7 »1 224.1 224.0 1.3 -1 223.9 223.8 8.9 •2 223.7 223.8 -1.0 -1 223.5 223.3 2.2 -1 223.3 223.2 1.1 • 1 223.1 223.0 1.8 •1

TZ-»

Page 85: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6612

TABLE VI (CONT«)

a-e*» FIRST SET

OUTSIDE SURFACE INSIDE SURFACE

S/R

1.392

1.516

1.640

£*

0 15 30 45 60 75 90

105 120 135 150 165 160

0 15 30 45 60 75 90

105 120 135 150 165 160

0 15 30

,45 60 75 90

105 120 135 150 165 160

V* C* AT •K

227.1 227.0 1.3 .1

227.0 226.6 3.0 -1 226.7 226.5 1.3 -1 226.4 226.2 2.1 • 1 226.1 226.0 9.2 -2 225.6 225.5 225.1 4.3 -I 225.2 225.0 1.9 -1 224.9 224.7 2.2 -1 224.6 224.6 1.2 -3 224.3 223.9 4.0 -1 224.0 223.9 1.7 -1 223.6 223.6 2.5 —1

227.4 227.1 2.5 Äi

227.1 226.6 3.1 -1 226.8 226.6 2.1 -1 226.5 226.2 3.6 -1 226.2 226.1 1.4 -1 225.9 225.6 225.1 4.6 -1 225.3 225.0 2.6 -1 224.9 224.6 3.0 • 1 224.6 224.5 1.2 -1 224.3 223.9 4.0 -1 224.0 223.7 2.4 -1 223.6 223.5 3.0 —1

227.8 227.9 -8.2 — T

227.5 227.5 5.2 •2 227.2 227.2 -4.9 -2 226.8 226.9 -1.9 •2 226.5 226.6 -8.5 •2 226.1 225.8 225.5 2.3 -1 225*4 225.4 -2.0 -2 225.0 225.1 -2.1 -2 224.7 224.9 -2.4 -1 224.3 224.2 1.4 -1 224.0 224.0 8.9 •3 223.7 223.7 8.2 •3

V* T#IC AT •K

225.7 224.2 1.4 0 225.5 224.1 1.4 0 225.3 224.2 1.1 0 225.1 223.6 1*3 0 224.6 224.0 8.5 -1 224.6 224.4 223.3 1.0 0 224.1 223.2 9*1 • 1 22J.9 223.1 7.9 -1 223.7 223.2 4.6 -1 223.4 222.5 9.0 • 1 223.2 222.9 6.8 • I 223.0 222.3 7.9 •1

225.9 224.7 1.1 0 225.7 224.6 1.0 0 225.4 224.6 6.7 <■ 1 225.2 224.3 9.3 -1 224.9 224.2 7.3 •• 1 224.7 22-4.4 223.4 9.6 -1 224.2 223.4 7.2 -1 223.9 223.2 6.5 -1 223.6 223.3 3.4 -1 223.4 222.7 7.1 -1 223.1 222.6 5.3 -1 223.0 222.4 5.7 — 1

226.1 225.6 3.4 „1

225.9 225.6 3.4 -1 225.6 225.5 1.5 -1 225.4 225.2 2.1 -1 225.1 225.1 -1.8 • 3 224.8 224.5 224.1 4.3 -1 224.2 224.1 1.2 -1 224.0 223.9 6.4 -2 223.7 223.6 -1.1 -1 223.4 223.1 3.9 -1 223.1 223.0 1.0 -1 222.9 222.8 1.9 • 1

VX-10

Page 86: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6612

TABLE VI (COHT.)

a ■6* • FIRST SET

OUTSIDE SURFACE INSIDE SURFACE

S/R

X.T65

1.690

2.014

ß V* VK AT eK rc*K W AT •K

0 228.2 226.3 -4.0 «2 226.5 226.3 1.5 »1 1$ 228.0 228.0 -3.5 •2 226.3 226.3 2.9 -2 30 227.6 227.6 -4.4 "Z 226.0 226.0 -6.9 -3 45 227.2 227.1 1.1 -1 225.7 225.6 1*1 • 1 60 226.6 226.9 -1.1 -1 225.4 225.6 -2*1 • 1 75 226.4 225.1 90 226.0 225.8 1.5 -1 224.7 224.5 2.1 • 1

105 225.6 225.6 -4.1 •2 224.4 224.5 -1.0 -1 120 225.2 225.3 -8.4 •2 224.1 224.2 -2.5 •2 135 224.8 225.0 -2.2 -1 223.6 224.1 -2.4 • 1 150 224.4 224.2 1.5 m\ 223.5 223.3 2.3 -I 165 224.0 224.0 -6.2 •2 223.2 223.2 -9.7 -4 180 223.7 223.7 2.7 mO 223.0 222.9 8.1 —2

0 228.7 228.6 9.9 mJ 227.0 226.7 2.5 „i

15 226.4 228.3 4.4 •2 226.8 226.6 1*3 -1 30 227.9 228.1 -1.3 • I 226.4 226.4 -2*1 -2 45 227.5 227.5 3.? •2 226.1 226.0 1*2 -1 60 227.1 227.2 -1.5 -1 225.7 225. 9 -1*9 -1 75 226.6 225.4 90 226.2 226.0 2.0 -1 225.1 224.9 1*8 -1

105 225.7 225.7 8.8 -3 224.7 224.8 -6.9 -2 120 225.3 225.3 2.8 -2 224.4 224.4 -5*5 -2 135 224.9 225.1 -1.8 • 1 224.0 224.3 -2*6 • 1 150 224.4 224.2 2.1 -1 223.7 223.5 2*1 • 1 165 224.0 224.1 -6.5 «2 223.3 223.4 -6*3 •2 180 223.7 223.7 -1.9 •2 223.1 223.1 4*7 •2

0 229.1 226*8 2.9 .1 227.4 227.1 2*9 Äi

15 228.7 228.6 1.8 • 1 227.2 227.0 1*8 • 1 30 228.3 228.3 -3.5 -4 226.8 226.8 2*4 •2 45 227.8 227.7 1.4 -1 226.4 226.6 -1*3 -1 60 227.3 227.4 -8.1 -2 226.1 226.3 -2*1 •1 75 226.9 225.7 90 226.4 226.0 3.6 m\ 225.3 225.2 1*6 -1

105 225.9 225.8 1.1 -1 224.9 225.0 •1*5 •3 120 225.4 225.3 1.2 • 1 224.6 224.6 •3*0 •2 135 225.0 225.1 -1.2 •I 224.2 224.5 •2*4 -1 150 224.5 224.2 3*0 • 1 223.8 223.6 2*5 •1 165 224.0 224.0 1.7 •2 223*5 223.5 1*3 •3 180 223.7 223*7 2.3 •2 223*2 223*2 4*4 •2

TI-11

Page 87: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

TABLE VI (CONT.)

a -t0» FIRST SET

OUTSIDE SURFACE

S/R

2*138

ß*

2.263

2.387

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 ns 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

v* tfK AT •K

229.4 229.3 1.4 -1 229.1 229.0 8.1 -2 228.6 226.6 4.4 -2 228.1 228.2 -5.6 -2 227.6 227.8 -1.6 -1 227.1 226.6 226.3 2.5 -1 226.1 226.1 -1.3 -2 225.6 223.6 2.6 -2 225.1 225.3 -2.0 -1 224.6 224.4 2.0 -1 224.1 224.2 -7.1 -2 223.7 223.8 -3.3 -2

229.8 229.4 3.8 -1 229.5 229.1 3.7 -1 228.9 228.7 1.6 -1 228.4 228.2 2.4 -1 227.9 228.2 -3.3 -1 227.3 226.8 226.3 4.6 -1 226.3 226.1 2.0 -1 225.7 225.5 2.6 -1 225.2 225.3 -5.6 -2 224,7 224.2 4.6 -1 224.2 22^.1 8.3 -2 223.8 223.7 1.0 -1

230.2 230.1 7.0 -2 229.8 229.8 -3.5 -2 229.2 227.7 1.4 0 228.6 228.7 -5.4 -3 228.1 228.4 -2.7 -1 227.5 227.0 226.7 2.0 -1 226.4 226.5 -7.2 -2 225.8 226.0 -1.7 -1 225.3 225.7 -4.3 -1 224.7 224.6 7.8 -2 224.1 224.4 -2.4 -1 223.8 224.0 -2.1 -I

INSIDE SURFACE

VK TmV AT**

227.8 227.7 1 »1 -I 227.5 227.4 1 »0 -1 227.2 227.2 -6. .9 -2 226.8 227.0 -1. • 9 -1 226.4 226.5 -1. • 8 -1 226.0 225.6 225.4 1 i7 -1 225.2 225.2 -3. i4 -2 224.8 224.7 1. il -1 224.4 224.6 -2. »3 -I 224.0 223.7 3. • 0 -1 223.6 223.5 4i i0 -2 223.3 223.1 li »8 — I

228.1 228.0 1« • 0 — i

227.8 227.8 5. .8 -2 227.4 227.4 -3. .9 -2 227.0 227.0 2. .9 -2 226.6 226.7 -1. »6 -1 226.1 225.7 225.5 2* »2 -1 225.3 225.3 -2, • 4 -2 224.9 224.8 2< .9 -2 224.5 224.8 -3. .3 -1 224.0 223.8 2, .7 -1 223.6 223.7 -4, »5 -2 223.3 223.2 1« >3 — 1

228.3 228.2 1« .5 m y

228.0 228.0 5. .2 -2 227.6 229.2 -li »5 227.1 227.2 -8. .9 -3 226.7 226.9 -2. 1 -1 226.3 225.8 225.7 1« 1 -1 225.4 225.5 -8. 6 -2 225.0 225.0 -1. 6 -4 224.5 224.9 -3. 7 • 1 224.1 223.8 2< 7 -1 223.6 223.7 -4. 4 -2 223.3 223.2 1. .2 »1

▼1-12

Page 88: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVOMO REPORT 6812

TABLE VI (CONT.)

a «A't FIRST SET

OUTSIDE SURFACE INSIDE SURFACE

S/R

2.512

2*4)6

2.741

ß*

0 IS 30 63 60 75 90

105 120 135 150 165 160

0 IS 30 65 60 75 90

105 120 135 ISO 165 160

0 15 30 65 60 75 90

105 120 135 150 165 160

V* v* AT •K

230.3 230*0 3*4 -1 229*9 229*6 1*6 -1 229*3 229*3 6*0 -2 226*6 229*2 -3*9 -1 228*2 226*2 1*5 -2 227*6 227*0 226*5 4.7 -1 226*4 226*3 1.1 -1 225*6 225*7 6.2 -2 225*2 225*6 -2.0 -1 226*6 226*3 3.7 -1 226*0 226*0 3.6 -2 223*6 223*6 1.3 -3

230*6 229*9 4.0 -1 230*0 229*8 2.0 -1 229*3 229*2 1.4 -1 226*7 229*1 -3.1 -1 226*1 228*2 -3.2 -2 227*5 226*9 226*5 4.1 -1 226*3 226*2 9.6 -2 225*7 225*6 1.3 -I 225*1 225*6 -2.9 -1 226*5 226*2 2.9 -1 223*9 223*9 -2.6 -3 223*5 223*6 -1.0 -1

230*2 229*8 3.9 -1 229*6 229*7 6.6 -2 229*2 229*1 8.6 -2 226*6 229*0 -3.6 -1 226*0 226*0 -6.9 -2 227*6 226*6 226*6 6.0 -1 226*2 226*1 5.9 -2 225*6 225*6 -5.0 -2 225*0 225*3 -3.6 -1 226*6 226*1 2.5 -1 223*8 223*6 -6.0 -2 223*6 223*5 •1*3 -1

v* AT* 'K

226.6 228.3 1*0 — i

228.1 227.7 4*1 -I 227.7 227.8 -1*1 • 1 227.2 227.2 6*9 •2 226.6 226.9 -1*6 -1 226.3 225.9 225.6 2*4 -1 225.4 225.4 -1*1 •2 225.0 224.9 1*1 • 1 224.5 224*8 -2*9 «1 224.1 223.7 3*6 -1 223.6 223.6 7.9 •2 223.3 223.2 1*6 •1

226.4 228.6 1*7 -2 228.1 227.6 3*7 •• 1

227.7 226.0 -2*9 -1 227.2 227.2 8*6 • 2 226.8 227.1 -2*7 -I 226.3 225.9 225.8 1*2 •1 225.4 .225.5 -5*6 «2 225.0 225.0 1*9 •2 224.5 224.9 -3*6 • 1 224.1 223.7 3*3 -1 223.6 223.6 2*3 •2 223.3 223.9 -5*5 •1

228.3 228.6 1*0 m\

228.0 227.7 2.7 • 1 227.5 226.0 -6.7 m\

227.1 227.2 -6*7 •2 226.6 226.9 -2.5 • 1 226.2 225.6 225.7 7.5 «2 225.3 223.6 -9.6 -2 224.9 226.9 -6.7 •2 226.4 226.6 -6.2 • ^ 226.0 223.7 5.0 -I 225.5 225.S 6.6 •2 223.2 225.2 3.9 •2

▼I-IJ

Page 89: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6612

TABLE VI (CONT«)

a.6*. FIRST SET

OUTSIDE SURFACE INSIDE SURFACE

S/R

2.665

3.010

ß*

0 15 30 45 60 75 90

105 120 135 150 165 160

0 15 30 45 60 75 90

105 120 135 150 165 160

V* TnT* a •*

229.6 229.2 4*2 »i

229.2 229.2 7.5 •2 226.7 228.7 •8.3 • 3 226.1 226.2 -2.8 •2 227.6 227.7 -1.3 • 1 227.0 226.4 226.2 2.4 -1 225.9 225*9 -2.4 •2 225.3 225*4 -6.1 -2 224.6 225*1 -3.6 • 1 224.2 223*9 2.5 • 1 223.6 223*6 4.7 •2 223.3 223*3 -2.2 —2

229.1 228*8 2.4 m%

226.7 226*6 1.4 • 1 226.2 226*4 -1.5 • j 227.7 227*7 9.6 «2 227.3 227*4 -1.5 • 1 226.8 226.3 226*0 2.2 • 1 225.6 225*8 -5.6 -2 225.3 225*3 -1.2 -2 224.6 225*2 -4.5 -1 224.3 223*9 3.6 • 1 223.6 223*8 1.6 •2 223.4 223*2 2.1 -1

v* v* AT*K

227.7 227, 2.7 -1 227*5 227, 2.6 -1 227*0 227, —7*0 —2 226*6 226, •1.4 -1 226*2 226, -1*8 -1 225*8 225.3 225, 2*2 -1 224*9 225, -2*6 -2 224*5 224. -1*0 -2 224*1 224, -4*3 -1 223*7 223. 2*6 -1 223*2 223. 9*6 -2 223*0 222, 3*9 -2

227.3 226, 3.5 —1 227.0 226. 1*4 — 1 226.6 226, -3*1 -2 226.2 226. —3*3 —3 225*9 226, —1 * 3 —1 225*5 225*1 224. 1*6 —1 224*7 224, -3*3 -2 224*3 224. -4*4 -2 223*9 224, -5*1 -1 223*6 223, 2*9 -1 223*2 223« 1*9 -1 222.9 222« 1*7 -1

▼1-14

Page 90: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORD REPORT 6812

TABLE VI (CONT.)

O «ö*• SECOND SET

(P0 ■ 2010 MM HG. ASS.t T0 • 322.OVt RE,/METER X 10"* ■ 7.5 )

OUTSIDE SURFACE INSIDE SURFACE

S/R ß* V* Tm#,C ÄTV V* V1^ AT'K

0.000 0 15 30 45 60 75 90

105 120 135 150 165 160

0.066 0 15 30 k5 60 75 90

105 120 135 150 165 180

0.136 0 238.5 239.1 -6.2 -1 225.1 222.3 2.6

V* W AT •K

239.0 239.1 -5.4 -2 239.0 239.0 239.0 239*0 6.6 -2 239.0 236.5 5.3 -I 239.0 238.5 5.6 -1 239.0 239.0 6.8 -2 239.0 239.1 -2.3 -2 239.0 239.1 -1.1 -1 239.0 239.6 -7.3 -1 239.0 239.1 -6.5 -2 239.0 239.3 -2.7 -1 239.0 239.4 -3.9 -1

238.9 239.6 -7.3 -1 238.9 238.8 238.7 239.4 -6.1 -I 238.7 236.2 4.7 -1 238.6 236.1 5.3 -1 238.6 236.7 -1.6 -1 238.5 236.7 -1.6 -1 238.5 238.7 -2.1 -1 238.^ 236.1 2.S -1 238.4 236.4 -5»3 -2 236.3 236.4 -7.8 -2 236.3 236.5 -2.7 -1

220.9 220.3 6.2 -1 220.9 220*9 220.9 220.6 3.1 -1 220.9 220.6 2.6 -1 220.9 220.9 6.6 -3 220.9 221.3 -3.9 -1 220.9 221.1 -2.3 -1 220.9 221.1 -2.3 -1 220.9 220.8 1.3 -1 220.9 220.9 -2.3 -2 220.9 220.7 1.6 -1 220.9 221.0 -6.5 -2

15 238.4 224.7 30 238.2 224.2 45 238.0 238.5 -4.9 -1 223.7 222.3 1.3 0 60 237.9 237.4 4.2 -1 223.1 221.9 1.2 0 75 237.7 237.3 4.2 -1 222.6 221.8 7.6 -1 90 237.6 237.6 -2.6 -1 222.1 222.5 -4.7 -1

105 237.4 237.5 -1.1 -1 221.5 222.2 -6.9 -1 120 237.2 237.4 -1.4 -1 221.0 222.3 -1.2 0 135 237.1 236.8 3.0 • I 220.5 221.6 -1.1 0 If 0 236.9 236.9 2.5 -2 220.0 221.7 -1.7 0 165 236.6 236.9 -1.6 A 219.4 221.6 -2.3 0 160 236.7 237.1 -4.5 -1 219.1 222.1 -3*0 0

▼1-15

Page 91: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6612

TABLE VI (CONT.)

a >6* * SECOND SET

OUTSIDE SURFACE INSIDE SURFACE

S/R

0.204

0.305

0.356

ß*

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

V* T*JC AT •K

237.5 237.8 -3.5 -1 237.3 237.0 236.7 237.4 -6.0 -1 236.5 236.1 3.6 -1 236.2 235.7 5.1 -1 235.9 236.1 -1.7 -1 235.7 235.8 -7.6 -2 235.4 235.5 -1.3 -1 235.1 234.6 3.0 -1 234.9 234.9 9.0 -3 234.6 234.8 -2.2 -1 234.4 235.0 -5.9 -1

234.3 234.5 -1.7 -1 234.0 233.7 233.3 233.8 -4.7 -1 233.0 232.5 4.6 -1 232.6 232.3 3.5 -1 232.3 232.6 -2.7 -1 231.9 232.0 -1.0 -1 231.6 231.7 -1.8 -1 231.2 230.9 3.2 -1 230.9 230.7 1.2 -1 230.5 230.7 -2.2 -1 230.3 231.0 -7.4 -1

232.0 232.3 -2.2 -1 231.8 231.5 231.1 231.5 -3.7 -1 230.7 230.5 2.8 -1 230.4 230.0 4.1 -1 230.0 230.3 -3.1 -1 229.7 229.8 -1.4 -1 229.3 229.3 -3.8 -2 229.0 228.6 3.7 -1 228.6 228.5 4.7 -2 228.2 228.5 -2.4 -I 228.0 228.6 -5.7 -1

V* Tm* AT*<

222.2 221.9 2.6 -1 222.1 221.9 221.6 221.7 9.7 -2 221.7 221.3 3.9 -1 221.5 221.1 4.1 -1 221.4 222.2 -8.2 -1 221.3 221.7 -4.6 -1 221.1 221.6 -4.1 -1 221.0 220.5 4.6 -1 220.9 220.6 2.4 -1 220.7 220.7 8.0 -2 220.7 221.4 -7.4 -1

▼1-16

Page 92: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

TABLE VI (CONT.)

a «6 • SECOND SET

S/R

0.407

0.455

0.520

£'

o 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 t*b 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

OUTSIDE SURFACE

TeV T^K AT V

INSIDE SURFACE

229.9 229.7 1.1 -1 229.6 229.3 228.9 229.8 -8.6 • J 228.6 228.1 4.7 -1 228.2 227.7 4.5 -I 227.8 228.0 •1.7 -1 227.5 227.5 -3.8 -2 227.1 227.1 5.9 -3 226.8 226.4 4.2 -1 226.4 226.3 1.5 -1 226.1 226.2 -1.0 -1 225.8 226.5 -6.8 0

227.8 227.9 -1.4 -I 227.5 0 227.2 22«».9 227.1 -2.6 -1 226.5 226.3 2.0 -1 226.2 225.8 3.6 -1 225.9 226.2 -3.0 -1 225.5 225.6 -8.5 -2 225.2 225.4 -1.7 -1 224.9 224.4 4.1 -1 224.5 224.5 5*6 -2 224.2 224.4 -2.1 -1 224.0 224.5 -4.9 -1

225.2 225.3 -4.4 -2 225.0 224.7 224.4 224.8 -3.2 -1 224.1 223.9 2.7 -1 223.8 223.4 4.6 -1 223.5 223.9 -3.5 -1 223.2 223.4 -1.6 -1 222.9 223.1 -1.2 -1 222.6 2»:2.4 2.8 -1 222.3 222.2 1.0 -1 222.0 :2->.2 -1.6 -1 221.8 222.5 -6.6 -1

v* C* AT' 'K

221.0 220.7 3.1 -1 220.9 220.7 220.5 220.4 1.5 -1 220.4 220.0 3.7 — 1 220.2 220.5 -2.9 • 1 220.0 220.4 -4.4 • 1 219.8 219.9 -9.5 • 2 219.6 219.8 -1.5 -1 219.5 219.1 4.1 -I 219.3 219.2 1.4 -1 219.1 219.2 -9.7 -2 219.0 219.7 -6.7 -1

219.5 219.2 3.6 -1 219.4 219.2 219.1 218.9 1.7 -1 218.9 218.5 3.3 -1 218.7 219.1 -3.7 -1 218.5 218.9 -3.7 -1 218.3 218.3 -1.0 -2 218.1 218.3 -1.3 -1 217.9 217.6 3.5 -1 217.8 217.6 1.4 -1 217.6 217.7 -1.0 -1 217.4 218.1 -6.9 -1

VI-17

Page 93: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

TABLE VI (CONT.)

a -6*f SECOND SET

S/R

0.645

0.769

0.694

ß*

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 160

0 15 30 <♦& 60 75 90

105 120 135 150 165 180

OUTSIDE SURFACE

\* V* ATV

222.6 222.7 -1.6 -1 222.4 222.1 221.9 222.1 -2.7 -1 221.6 221.3 2.9 -1 221.3 220.9 4.6 -1 221.1 221.5 -4.4 -1 220.6 221.0 -1.5 -1 220.6 220.7 -1.3 -1 220.3 220.0 2.7 -1 220.0 220.0 7.5 -2 219.6 219.9 -9.^ -2 219.6 220.4 -8.5 -1

221.9 222.0 -1.1 -1 221.7 221.^ 221.1 221,d -2.3 -1 220.9 220.7 1.6 -1 220.6 220.2 3.8 -1 220.3 220.7 -3.4 -1 220.0 220.2 -1.3 -1 219.8 219.9 -1.2 -1 219.5 219.2 3.3 -1 219.2 219.1 1.5 -1 218.9 219.1 -1.2 -1 218.6 219.5 -7.0 -1

221.6 221.6 3.0 -2 221.4 221.1 220.8 221.2 -3.6 -1 220.5 220.2 3.8 -1 220.2 220.0 2.6 -1 219.9 220.3 -3.7 -1 219.7 219.7 -5.4 -2 219.4 219.3 1.5 -2 219.1 218.8 3.0 -1 216.6 218.7 9.4 -2 216.5 218.7 -2.6 -1 218.3 219.0 -7.7 -1

INSIDE SURFACE

TCV C< AT •K

218.2 218.1 1.3 -1 218.1 217.9 217.7 217.6 1.0 -1 217.6 217.5 1.1 -1 217.4 217.3 9.6 -2 217.2 217.7 -4.7 -1 217.1 217.1 -6.1 -2 216.9 217.0 -6.0 -2 216.7 216.5 2.4 -I 216.5 216.4 1.2 -1 216.4 216.4 -7.3 -2 216.3 217.0 -7.7 -1

218.2 217.9 3.6 -1 218.1 217.9 217.7 217.8 -1.0 -1 217.4 217.2 2.0 -1 217.2 217.0 2.3 -" 217.0 217.4 -4.0 -1 216.8 216.9 -9.5 -2 216.6 216.7 -1.2 -1 216.4 216.0 3.4 -1 216.2 216.0 1.2 -1 216.0 216.1 -1.7 -1 215.8 216.6 -7.7 -1

218.5 219.3 2.1 -1 218.3 218.1 217.9 217.9 -1.2 -3 .217.6 217.5 9.7 -2 217.4 217.3 1.1 -1 217.1 217.5 -4.0 -1 216.9 217.0 -6.0 -2 216.7 216.8 -1.4 -1 216.4 216.2 2.5 -1 216.2 216.2 -l.l -2 215.9 216.2 -2.5 -1 215.8 216.7 -9.3 -1

VI-18

Page 94: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORD REPORT 6612

TA8LE VI ICONT.)

a •«* « SECOND SET

S/R

1.018

1.H3

1.267

ß*

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 160

0 15 30 45 60 75 90

105 120 135 150 165 180

OUTSIDE SURFACE

Vic OC AT \ INSIDE SURFACE

221.7 221.7 •6.2 -f 221.5 221.2 220.9 221.2 -3.8 •1 220.5 220.2 2.9 -1 220*2 219.8 3.7 -1 219.9 220.3 -4.1 -1 219.6 219.6 -2.9 •2 219.2 219.2 7.5 -2 218.9 218.6 2.7 -1 218.6 218.5 3.7 -2 218.2 218.4 -1.9 -1 218.0 218.8 -8.1 -1

222.0 221.9 9.0 -2 221.7 221.4 221.0 221.5 -4.1 -1 220.7 220.4 2.7 -1 220.3 220.0 3.6 -1 220.0 220.4 -4.3 -1 219.6 219.6 -1.3 -2 219.3 219.3 3.4 -3 218.9 216.6 3.2 -1 218.6 216.5 3.7 -2 218.2 216.4 -2.2 -1 218.0 216.9 -6.8 -1

222.2 222.2 -5.2 -3 222.0 221.6 221.2 221.4 -2.1 -1 220.6 220.6 2.7 -1 220.5 220.2 2.9 -1 220.1 220.5 -4.5 -1 219.7 219.6 6.2 -2 219.3 219.4 -3.9 -2 219.0 218.7 2.6 -1 218.6 218.5 3.7 -2 218.2 218.4 -2.4 -1 217.9 218.8 -9.0 -1

Tc* AT#K

218.8 218.7 1.6 -I 218.6 218.4 218.1 218.2 -1.1 -1 217.8 217.8 5.0 •3 217.6 217.3 2.7 -1 217.3 217.6 -2.6 -1 217.1 217.1 -5.1 -3 216.8 216.8 -5.4 -2 216.5 216.2 3.5 -1 216.3 216.3 2.6 •4 216.0 216.2 -2.0 -1 215.8 216.7 -8.2 -1

219.1 218.8 3.9 •1 216.9 218.7 216.4 218.6 -2.2 -1 218.1 218.6 -4.9 -1 217.8 217.6 1.5 -I 217.5 .217.8 -3.2 -1 217.2 - 217.2 3.5 -2 216.9 217.0 -6.8 -2 216.6 216.3 2.8 -1 216.3 216.3 6.2 -2 216.1 216.3 -2.8 -1 215.9 216.8 -9.4 -1

219.5 219.5 3.6 -2 219.2 218.9 218.6 216.7 -5.3 -2 216.3 216.3 4.1 -2 218.0 218.0 6.5 -2 217.7 217.9 -1.8 -1 217.4 217.4 -1.4 -2 217.1 217.1 1.8 -2 216.8 216.5 2.9 -1 216.5 216.4 8.3 -2 216.2 216.4 -2.5 -1 216.0 217.0 -9.8 -1

TX-19

Page 95: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

TABLE VI (CONT.)

O »b* t SECOND SET

OUTSIDE SURFACE INSIDE SURFACE

S/R ß

1.392 0 15 30 45 60 75 90

105 120 135 150 165 leo

1.516 0 15 30 45 60 75 90

105 120 135

^ 150 165 160

1.640 0 15 30 4? 60 75 90

105 120 135 150 165 160

V* T^ AT •K

222.5 222.7 -1.8 -1 222.2 221.6 221.4 221.7 -2.^ -1 221.0 220.7 3.0 -1 220.6 220.3 3.0 -1 220.2 220.6 -5.3 -1 219.6 219.9 -1.0 -1 219.4 219.5 -4.9 -2 219.0 218.7 3.1 -1 216.6 218.6 3.7 -3 218.2 218.5 -3.0 -1 217.9 216.6 -8.8 -1

222.8 223.0 -1.7 -1 222.5 222.1 221.7 221.9 -2.6 -1 221.2 221.0 2.3 -1 220.8 220.4 3.6 -1 220.4 220.8 -4,1 -1 219.9 219.9 5.0 -2 219.5 219.4 1.4 -1 219.1 218.7 3.5 -1 218.6 218.5 1.0 -1 218.2 218.4 -1.7 -1 217.9 218.8 -8.2 -1

223.2 223.5 -2.7 -1 222.9 222.4 221.9 222.2 -2.5 -1 221.5 221.2 3.] -1 221.0 220.8 1.8 -1 220.5 221.0 -4.9 -1 220.1 220.1 -7.1 -2 219.6 219.6 -1.6 -2 219.1 216.9 2.5 -1 218.7 218.7 -1.0 -4 218.2 218.5 -3.1 -1 ?17.9 218.9 -9.9 -1

V*

219.8 219.6 219.2 218.9 216.6 216.3 217.9 217.6 217.3 217.0 216.6 216.3 216.1

220.1 219.9 219.5 219.2 218.6 216.5 2;8.i 217.6 217.5 217.1 216*8 216.4 216.2

220.6 220.3 219.9 219.5 219.1 21P»8 21fa.H 216.0 217.6 217.2 216.6 216.4 216.2

T0K ATV

219.9 -9.0 -3

218.9 218.6 218.2 218.2 217.6 217.3 216.7 216.5 216.5 217.0

219.2 218.6 218.5 218.4 218.0 217.5 216.7 216.6 216.6 217.0

220.9

219.6 219.2 218.7 218.7 218.3 217.6 216.9 216.7 216.6 217.1

•7.6 -4 1.3 -2 5.8 -2

•2.6 -1 2.5 -2

•5.2 -2 2.7 -1 9.9 -2

•2*2 -1 •6«7 -1

220.2 -1.0 -1

•2.1 2.4

•4.0 •2.3 •2.4 •5.7 3.5 1.2

•1.6 •8.5

-2 -1 -2 -1 -1 -3 -1 -1 -1 -1

-3.3 -;

•1.1 •4.1 9.4 •3.2 •3.7 •5.2 2.9 9.5

•1.9 •9.2

-1 -2 -2

VI-20

Page 96: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6812

TABLE VI (COM.)

« «6 • SECOND SET

OUTSIDE SURFACE INSIDE SURFACE

S/R

1.765

1.890

2.014

£•

o 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 i*b 60 75 90

105 120 135 150 165 160

TCV C< AT •K

223.6 223.7 -1.3 -1 223.2 222.7 222.2 222.4 -2.2 -1 221.7 221.6 9.3 -2 221.2 221.0 1.6 -1 220.7 221.1 -4.3 -1 220.2 220.1 4.3 -2 219.7 219.6 2.6 -2 219.2 218.9 2.6 • 1 218.7 216.6 8.5 -2 216.1 218.4 -2.3 -1 217.8 218.7 9.1 -1

223.9 223.9 -4.0 -3 223.6 223.0 222.5 222.6 -1.3 -1 221.9 221.8 1.4 -1 221.4 221.2 2.1 -1 220.8 221.1 -2.6 -1 220.3 220.2 8.1 -2 219,7 219.6 1.2 -1 219.2 218.8 3.4 -1 218.6 218.5 1.3 -1 218.1 218.4 -2.8 -1 217.7 218.7 -9.2 -1

224.2 224.2 1.3 -2 223.9 223.3 222.7 222.8 -1.5 -1 222.1 221.9 1.9 -1 221.5 221.3 2.5 -1 221.0 221.3 -3.5 -1 220.4 220.3 6.1 -2 219.8 219.7 1.1 -1 219.2 216.6 3.6 -1 218.6 216.5 1.2 -1 218.0 216.3 -2.7 -1 217.7 216.7 -1.0 0

v* T#IC AT •<

221.0 221.3 -3.0 -1 220.7 220.3 219.9 219.9 -2.1 -2 219.4 219.4 1.4 -2 219.0 218.9 1.4 -1 218.6 216.8 -2.2 -1 216.2 216.3 -1.3 -1 217.7 217.7 4.0 -3 217.3 216.9 4.0 -1 216.9 216.7 1*6 -1 216.5 216.7 -2.2 -1 216.2 217.1 -9.4 — 1

221.4 221.4 4.7 -2 221.i 220.7 220.2 220.2 1.0 -2 219.7 21^.7 7.7 -3 219.3 219.3 5.1 -3 218.8 219.1 -2.4 -1 218.3 218.3 6.1 -2 217.9 217.9 -3.3 -2 217.4 217.0 3.9 -1 217,0 216.6 1.1 -1 216.5 216.6 -3.1 -1 216.2 217.2 -1.0 0

221.9 221.9 3.6 -2 221.6 221.0 220.5 220.6 -5.3 -2 220.0 220.2 -1.2 -1 219.5 219.4 1.1 -1 219.0 219.3 -2.6 -1 218.5 218.5 2.8 -2 218.0 216.0 -1.2 -2 217.5 217.2 2.6 -1 217.0 217.0 2.8 • 2 216.5 216.8 -3,,2 -1 216.2 217.3 -1.1 0

VI-21

Page 97: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORO REPORT 6612

TABLE VI (CONT.)

a «4*» SECOND SET

S/R

2.138

2.263

2.387

ß*

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

OUTSIDE SURFACE

V* J^K AT **

INSIDE SURFACE

224.6 224.1 223.5 222.9 222.3 221.7 221.1 220.5 219.8 219.2 218.6 218.0 217.6

224.9 224.4 223.8 223.1 222.5 221.8 221.2 220.5 219.9 219.2 218.6 217.9 217,5

225.0 224.6 223.9 223.2 222.5 221.9 221.2 220.5 219.8 219.2 218.5 217.8 217.4

224*6 -4.7 -2

223.2 222.1 221.4 221*6 220.5 219.9 219.0 216.5 218.4 216.7

224.6

223.2 222.1 221.6 221.6 220.5 219.6 219,1 218.3 218.3 218.7

225.0

223.4 222.4 221.7 221.6 220.5 219.9 219.1 216.3 216.2 216.5

•2.3 1.9 2.6

•4.8 •1.6 •4.7 2.3 1.2

•4.4 •1.0

1.9-2

•2.1 8.7 1.9

•6.0 3.4

•5.9 5.4 1.6

•3.5 -1.0

•1.0 3.7 2.4 •6.6 3.2 8.0 1.4 2.9 '3.7 •1.2

-1 -1 -1 -1 -2 -2 -1 -1 -1

0

4.0 -2

-1 -2 -1 -1 -2 -2 -2 -1 -1

0

v* W AT 'K

222.3 222.2 5.1 -2 221.9 221.4 220.8 220.9 -6.2 -2 220.3 220.4 -1.4 -1 219.8 219.6 1.8 -1 219.2 219.4 -2.0 -i 216.7 218.6 8.9 -2 216.1 218.1 4.2 «2 217.6 217.2 4.2 »l 217.1 217.0 7.2 -2 216.5 216.9 -4.0 -1 216.2 217.3 -1.1 0

222.6 222.4 1.4 -1 222.2 221.6 221.0 221.0 6.5 -2 220.5 220.4 1.6 -2 219.9 219.6 3.0 -1 219.3 219.5 -1.4 -1 213.7 218.6 1.4 -1 216.2 218.1 9.6 -2 217.6 217.2 3.8 -1 217.0 216.9 9.3 -2 216.5 216*6 -3.5 -1 216.1 217.1 -9.6 -1

222.7 222.6 1.6 -1 222.3 221.7 221.1 221.3 -1.7 -1 220.5 220.5 -7.5 -4 219.9 219.7 1.9 -1 219.3 219.5 -1.8 -1 218.7 218.6 1.6 -1 216.1 218.2 -3.8 -2 217.5 217.2 3.5 -1 216.9 216.9 3.2 -2 216.3 216.8 -4.4 -1 215.9 217.1 -l.l 0

VI.22

Page 98: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORD REPORT 6612

TABLE VI ICONT.)

a -6*• SECOND SET

S/R

2.512

- ß* OUTSIDE SURFACE

VK TmV AT V

INSIDE SURFACE

2.636

2.761

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

225.0 224.9 5.4 -2 224.9 223.8 223.2 223.3 •!•• •1 222.5 222.4 U2 •1 221.8 221.5 2.7 -I 221.1 221.5 -3.7 -1 220.4 220.4 2*3 -2 219.8 219.7 2.2 •2 219.1 218.8 2.9 •I 218.4 218.3 1.1 -1 217.7 218.0 -2.9 -I 217.3 216.2 -9.2 -I

224.8 224,7 3.9 -2 224.3 223.6 223.0 223.1 -1.2 •1 222.3 222.2 1.3 -1 221.6 221.3 3.2 -1 221.0 221.3 -3.2 -1 220.3 220.3 -7.0 -3 219.6 219.6 -2.2 -2 218.9 218.6 3.1 -1 218.3 218.1 1.3 -1 217.6 217.9 -2.9 -1 217.1 218.1 -9.2 •1

224.5 224.6 -1.2 -1 224.0 223.4 222.7 223.0 -2.6 -1 222.1 221.8 2.5 -1 221.4 221.2 2.4 -1 220.8 221.2 •3.9 -1 220.1 220.2 -1.0 -1 219.5 219.6 -1.7 -1 218.8 218.5 2.6 -1 218.2 218.0 1.2 -1 217.5 217.8 -2.4 -1 217.1 218.0 -9.3 -1

TC*K UK AT' •K

222.7 222.6 1.3 -1 222.3 221.7 221.1 221.3 -1.7 -1 220.5 220.5 -1.5 -2 219.9 219.8 1.1 -1 219.3 219.4 -1.6 -1 218.7 216.5 1.8 -1 218.0 218.0 6.2 -2 217.4 217.1 3.4 -1 216.8 216.6 3.9 -2 216.2 216.6 -3.8 -1 215.8 217.0 -1.1 0

222.5 222.6 -6.8 -2 222.1 221.5 220.9 221.0 -8.7 -2 220.3 220.4 -4,0 -2 219.7 219,6 1,2 -1 219.1 219.4 -2.8 -1 218.5 •216.4 9.9 -2 217.9 217,8 1.4 -1 217.3 217.0 3.4 -1 216.7 216.6 1.1 -1 216.1 216.5 -4.2 -1 215.7 216.9 -1.1 0

222.1 222.4 -2.5 -1 221.» 221.2 220.6 220,8 -1.5 -1 220.0 219,8 2,6 -1 219.5 219.^ 9.6 -2 216.9 219,3 -4.1 -1 218.3 218,3 3.2 -2 217.7 217,8 -4.6 -2 217.2 216,8 3.6 -1 216.6 216,5 1.3 -1 216.0 216,3 -2.6 -1 215.7 216.7 -1.0 0

TI-2S

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NAVORO REPORT 6812

TABLE VI (CONT.)

a «6** SECOND SET

OUTSIDE SURFACE INSIDE SURFACE

S/R

2.885

3.010

/r

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

v* Tm< AT0K

224.0 224.2 -1.9 -1 223.6 223.0 222.4 222.7 -2.6 -1 221.8 221.3 4.7 -I 221.2 220.9 2.6 -1 220.6 221.1 -5.3 -1 219.9 220.1 -1.3 -1 219.3 219.5 -1.3 -1 218.7 21B.3 3.5 -1 218.1 217.9 1.4 -1 217.5 217.6 -1.6 -1 217.1 217.9 -8.1 -1

223.9 224.1 -1.6 -1 223.5 222.9 222.3 222.6 -2.8 -1 221.8 2?1.2 5.4 -1 221.2 220.9 2.7 -1 220.6 221.2 -6.2 -1 220.0 220.3 -2.8 -1 219.4 219.4 2.5 -2 218.8 218.4 4.1 -1 218.3 216.1 1.1 -1 217.7 217.9 -1.8 -1 217.3 216.1 -7.9 -1

VK Tm0< AT 'K

221.6 221.6 -1.9 -1 221.2 220.7 220.2 220.4 -1.6 ^1 219.7 219.3 3.2 -1 219.1 219.0 1.1 m i

216.6 219.1 -4.3 — i

218.1 218.1 -3.5 -2 217.6 217.6 -2.4 -2 217,1 216.7 3.0 -1 216.5 216,4 1.5 -1 216.0 216.3 -2.4 -1 215,7 216.6 -9.2 -1

221.1 221.3 -1.6 -1 220,8 220,4 219,9 220.1 -1.5 -1 219,5 219.1 3.6 -1 219,0 218.9 5.7 -2 216.5 218.9 -4,0 -1 216,1 218.1 -6.4 -2 217,6 217.5 5.8 -2 217.1 216.9 2.1 -1 216.7 216.6 5.9 -2 216.2 216.3 -1.2 -1 215.9 216.7 -7.7 -1

VI-24

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NAVORD REPORT 6612

TABLE VI (CONT.J

a ■6*. FIRST SET

S/R ■ 0*305

/* OUTSIDE THROUGH THE WALL INSIDE

CALCULATED TEMPERATURES* Te

0 239.9 237.6 234.8 231.7 228.6 15 239.7 237.4 234.6 231.4 228.5 30 239.3 237.2 234.4 231.3 228.4 45 238.9 236.6 234.1 231.2 226.3 60 238.6 236.5 233.9 230.6 226.2 75 238.2 236*1 233.5 230.3 226.1 90 237.8 235.8 233.4 230.4 226.0

105 237.5 235.5 233.1 230.3 227.9 120 237.1 228.4 228.2 228.0 227.8 135 236.7 234.8 232.6 230.0 227.7 150 236.4 234.5 232.4 229.9 227.6 165 236.0 234.2 232.2 229.6 227.5 180 235.7 234.1 212*0 229.6 227.4

MEASURED TEMPERATURES. Tm >,

0 239.9 237.5 234.7 231.6 228.5 15 239.7 237.4 234.6 231.3 228.3 30 239.2 237.1 234.4 231.3 228.5 45 239.2 236.8 234.2 231.2 228.2 60 238.4 236.3 233.8 230.7 . 228.1 75 • 90 237.8 235.8 233.3 230.4 227.9

105 237.4 235.4 233.1 230*3 227.9 120. 337.4 235.5 233.1 230.4 228.1 135 237.0 235.1 232.9 230*2 228.0 150 236.2 234.3 232.2 229.7 227.5 165 235.8 234.0 232.0 229.4 227.3 180 235.8 234.1 232.0 229.5 227.2

DIFFERENCE ( Tc-Tm )

0 7.0 -2 7.8 -2 8.8 -2 1.0 -1 1.1 -1 15 9.3 -3 8.6 -3 7.7 -3 6.7 -3 5.8 -3 30 1.6 -1 1.1 -1 4.4 -2 -3.4 -2 -1.0 -1 45 -2.0 -1 -1.2 -1 -4.4 -2 5.1 -2 1.4 -1 60 1.3 -1 1.2 -1 1.1 -1 9.5 ••2 8.1 -2 75 90 1.9 -2 3.0 -2 4.2 -2 5.8 -2 7.0 -2

105 7.2 -2 6.2 -2 4.9 -2 3.5 -2 2.2 -2 120 -2.9 -1 -7.1 -4.9 -2.4 -3.1 -1 135 -2.7 -1 -2.6 -2 -2.7 -1 -2.6 -1 -2.6 -I 150 1.6 -1 1.7 • 1 1.6 -1 1.5 -1 1.4 -I 165 1.9 -I 2*0 • 1 2.0 -1 2.0 -I 2.0 -1 160 9.8 -2 -3.6 -2 3.6 -2 1.2 -I 2.0 -1

▼1-25

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NAVORD REPORT 6812

TABLE VI (CONT.)

ßl OUTSIDE

a-6 • FIRST SET

S/R • 0*520

THROUGH THE WALL INSIDE

CALCULATED TEMPERATURES. T,

0 231.1 230.3 229.1 227.8 226.3 15 230.9 230.2 229.0 227.7 226.3 30 230.6 229t6 228.7 227.3 226.1 45 230.3 229.5 228.6 227.2 226.0 60 230.0 229.4 228.4 227.0 225.8 75 229.7 229.2 228.1 226.9 225.7 90 229.4 228.8 227.9 226.6 225.5

105 229.1 226.6 227.7 226.5 225.4 120 228.6 228.1 227.4 226.2 225.2 135 228.5 226.0 226.7 226.1 225.1 150 226.2 227.6 226.8 225.6 224.9 165 227.9 227.3 226.7 226.7 224.8 160 227.7 227.2 226.4 225.7 224.7

MEASURED TEMPERATURES. Tm

0 231.2 230.4 229.2 227.8 226.4 15 230.9 230.1 229.0 227.7 226.2 30 230.8 229.9 228.8 227.5 226.2 45 230.4 229.6 228.7 227.3 226.0 60 229.9 229.3 226.4 227.0 225.8 75 . 90 229.3 228.7 227.8 226.6 225.6

105 228.9 226.5 227.7 226.5 225.5 120 229.0 226.3 227.6 226.5 225.5 135 228.7 226.2 227.0 226.4 225.5 150 228.1 227.6 226.8 225.9 225.0 165 227.9 227.3 226.7 226.7 224.8 180 227.8 227.3 226.6 225.9 224.9

DIFFERENCE (Te -T,,,

0 -6.1 -2 -5.3 -2 -4.0 -2 -2.5 -2 -8.9 -3 15 2.4 -2 2.3 -2 1.9 -2 1.6 -2 1.2-2 30 -1.5 -2 -1.5 -1 -1.4 -1 -1.2 -1 -1.1 -1 45 -2.0 -2 -1.6 -2 -9.2 -3 -1.0 -5 8.4 -3 60 8.2 -2 7.2 -2 5.7 -2 3.4 -2 1.5-2 75 90 1.7 -1 1.3 -1 8.4 -2 7.8 -3 -5.6 -2

105 1.7 -1 1.3 -1 6.7 -2 -3.0 -2 -1.1 -1 120 -1.6 -1 -1.8 -1 -2.1 -1 -2.6 -1 -2.9 -1 135 -1.9 -1 -2.2 -1 -3.0 -1 -3.4 -1 -4.0 -1 150 6.0 -2 4.9 -2 3.5 -3 -4.9 -2 -9.7 -2 165 -1.5 -3 -fl.S -3 -1.7 -2 -1.6 -2 -4.0 -2 180 -8.4 -2 -1.1 -1 -1.5 -1 -1.8 -1 -2.3 -1

VI-26

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NAVORO REPORT 6812

TABLE VI (CONT.)

a -o't FIRST SET

S/R ■ 3 • 010

ß' OUTSIDE THROUGH THE WALL INSIDE

CALCULATED TEMPERATURES» Te

0 229.1 228.9 226.3 227.7 227.3 15 228.7 226*7 228.0 227.5 227.0 30 228.2 228.1 227.6 227.1 226.6 45 227.7 227.4 227.1 226.7 226.2 60 227.3 227.2 226.6 226.3 225.9 75 226.8 226.7 226.2 225.9 225.5 90 226.3 226*2 225.8 225*5 225.1

105 225.8 225.5 225.2 224.9 224.7 120 225.3 225.2 224.9 224.6 224.3 135 224.8 224.7 224.4 224.2 223.9 150 224.3 224.1 223.9 223.6 223.6 165 223.8 223.6 223.4 223.3 223.2 180 223.4 223.3 223.2 223.0 222.9

MEASURED TEMPERATURES. Tm

0 228.8 228.6 228.0 227.4 226.9 15 228.6 228.5 227.8 227.4 226.9 30 228.4 226.3 227.7 227.2 226.7 45 227.7 227.4 227.1 226.7 221.3 60 227.4 227.3 226.8 226.4 226.0 75

90 226.0 226.0 223.6 225.3 224.9 105 223.8 225.6 223.3 225.0 224.7 120 225.3 225.2 224.9 224.7 224.4 135 ' 223.2 225.2 224.9 224.7 224.5 150 223.9 223.8 223.6 223.5 223*3 165 223.8 223.5 223.3 223.2 223.0 180 223.2 223.1 223.0 222.9 222.8

DIFFERENCE ( Tc -T^ )

0 2.A -1 2.6 -1 2.9 < l 3.2 -1 2.7 -1 15 1.4 -1 1.4 -1 1.4 - L 1.4 -1 2.6 -1 30 -1.5 -1 -1*4 -1 -1.0 i I -6.7 -2 -7.0 -2 45 9.8 -2 7*6 -2 5*4 —< I 2.5 -2 -1.4 -1 60 -1.5 -1 -1*5 -1 -1*4 -, I -1.4 -1 -1.8 -1 75 90 2.2 -1 2*2 -1 1*9 -; I 1.8 -1 2.2 -1

105 -5.6 -2 -5*2 -2 -4.5 —« > -3.8 -2 -2.8 -2 120 -1.2 -2 -1*5 -2 -2.7 —< I -3.4 -2 -1.0 -2 135 -4.5 -1 -4*6 -1 -4.8 -J I -4.9 -1 -4.3 -1 150 3.6 -1 3*4 -1 7^9 -: I 2.8 -1 2.8 -1 165 1.6 -1 7*5 -2 l.i -: L 1*5 «1 9.6 -2 180 2.1 -1 2*0 -1 1.9 -] I 1*8 • 1 3.5 -2

VX-27

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NAVORD REPORT 6812

TABLE VI (CONT.J

a ■6*. SECOND SET

S/R - 0 • 305

3* OUTSIDE THROUGH THE WALL INSIDE

CALCULATED TEMPERATURES! Tc

0 223.9 223.0 222.4 221.8 221.1 15 223.5 222.2 221.6 221.1 220*6 30 222.9 221.8 221.2 220.9 220.4 45 222.3 221.5 221.0 220.5 219.9 60 221.8 221.1 220.7 220.2 219.5 75 221.2 220.6 220.0 219.4 219.0 90 220.6 219.8 219.3 218.9 216.5

105 220.0 219.5 219.0 216.5 218.1 120 219.4 218.9 216.4 217.9 217.6 135 218.8 216.2 217.8 217.5 217.1 150 216.3 217.8 217.4 217.0 216.7 165 217.7 217.3 216.9 216.5 216.2 180 217.3 216.9 216.6 216.2 215.9

MEASURED TEMPERATURES» Tm

0 224.1 223.2 222.6 222.0 221.3 15 30 45 222.6 221.7 221.3 220.7 220.1 60 221.2 220.6 220.2 219.8 219.1 75 220.9 220.4 219.9 "219.3 218.9 90 221.2 220.3 219.8 219.4 218.9

105 220.3 219.6 219.2 218.6 218.1 120 219.'. •18.8 216.4 217.9 217.5 135 216.4 217.9 217.6 217.2 216.9 150 218.1 217.7 217.3 2)7,0 216.6 165 217.9 217.5 217.0 216.6 216.3 180 218.1 217.7 217.4 217.0 216.7

DIFFERENCE ( Tc -Tm )

0 15 30 45 60 75 90 105 120 135 150 163 180

-1.6 -1

•2.« 5.4 2.7 •6.2 •2.0 2.5 4.1 1.1 •1.8 •7.9

-1.6 -1 -1.6 -1 -1.6 -1

2.3 4.9

-1 -1

-2.0 4.6 ^ 1

-1.8 4.3 — i

2.1 5.4 2.: 3.6

-1 -1 -1 -2

1.5 -4.6 -1.7 4.4

-1

1.0 -4.4 -1.0 5.3

-1

3.3 1.0

— i.

-1 2.9 8.7

— 1 2.5 7.3 — 2

1.7 7.9

-1 -1

-1.5 -7.8

-1 -1.3 -7.7

-1

-1.6 -1

■1.5 -1 3.6 -1 5.7 -2 •4.0 -1 •6.4 -2 5.8 -2 2.1 -1 5.9 -2

■1.2 -1 •7.7 -1

VI-28

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NAVORD REPORT 6812

TABLE VI (CONT.)

/r OUTSIDE

a «b* * SECOND SET

S/R - 0.520

THROUGH THE WALL INSIDE

CALCULATED TEMPERATURES» Tc

0 225.2 223.5 222.5 221*2 219.5 15 225.0 222.7 221.7 220.3 219.4 30 224.7 223.2 222.3 221.2 219.2 45 224.4 222.9 221.7 220.5 219.1 60 224.1 222.8 221.6 220.5 218.9 75 223.8 222.3 221.0 219.8 218.7 90 223.5 221.9 220.9 219.7 218.5

105 223.2 221.7 220.7 219.6 218.3 120 222.9 221.5 220.2 219.1 218.1 135 222.6 221.5 220.2 219.1 217.9 150 222.3 221.1 219.9 218.9 217.8 165 222.0 220.8 219.8 218.6 217.6 180 221.8 220.6 219.4 218.3 217.4

0 15 30 45 60 75 90

105 120 135 150 165 180

0 15 30 45 60 75 90

105 120 135 150 165 180

225.3

224.8 223.9 223.4 223.9 223.4 223.1 222.4 222.2 222.2 222.5

MEASURED TEMPERATURES» Tm

223.4 222.3 220.9 219.2

-4.4 -2

•3.2 2.7 4.6

■3.5 >1.6 •1.2 2.6 1.0

•1.6 ■6.6

223.1 221« • 7 220.5 218.9 222.5 221* .3 220.1 218.5 222.0 221. »0 220.0 219.1 222.3 221. 3 220.0 218.9 221.8 220. .8 219.6 218.3 221.6 220. .4 219.2 218.3 221.2 219. 9 218.8 217.6 221.0 219. 6 218.8 217.6 221.0 219, 9 218.6 217.7 221.2 220« 1 219.0 218.1

DIFFERENCE (Tc -Tm)

8.2 -; I 1.5 -1 2.5 -1 L 3.6 -1

1.8 -] I -6.5 -2 4.3 -. L 1.7 -1 2.8 -] I 3.0 -1 3.1 -: L 3.3 -1 2.0 -3 I 8.0 «3 -2.0 -: L -3.7 -1 3.7 -: L -3.7 -1 -3.7 -] L -3.7 -i 1.1 -1 k -8.6 -2 -5.0 -J I -1.0 -2 1.2 -] I -1.3 -1 -1.3 -: I -1.3 -1 3.0 -] I 3.2 • 1 3.3 -: I 3.5 -1 1.1 -] I 1.2 ••l 1.3 -: I 1.4 -1 1.5 -1 -1.3 -1 -1.2 -1 I -1.0 -1 6.6 -] I -6.8 -1 -6.8 -] I -6.9 -1

▼1-20

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NAVORO REPORT 6812

TABLE VI ICONT.)

a •*•, SECOND SET

S/R ■ 3 • 010

£• OUTSIDE THROUGH THE WALL INSIDE

CALCULATED TEMPERATURES» Tc

0 234.3 231.4 228.5 225.1 222.2 15 234.0 230.4 227.6 224.2 222.1 30 233.7 230.6 228.0 224.8 221.9 hb 233.3 230.6 227.8 224.6 221.6 60 233.0 230.7 228.0 224.8 221.7 75 232.6 230.0 227.5 224.4 221.5 90 232.3 229.0 226.8 223.6 221.4

105 231.9 229.1 226.6 223.6 221.3 120 231.6 228.7 226.3 223.3 221.1 135 231.2 228«5 226.2 223.5 221.0 150 230.9 226.3 226.0 223.4 220.9 165 230.5 228.0 225.8 223.2 220.7 160 230.3 227.5 225.3 222.6 220.7

MEASURED TEMPERATURES. Tm

0 234.5 231.5 226.5 225.0 221.9 15 30 45 233.6 230.9 228.0 224.6 221.7 60 232.5 230.2 227.6 224.4 221.3 75 232.3 229.7 227.1 • 224.0 221.1 90 232.6 229.4 227.3 224.4 222.2

105 232.0 229.3 226.9 224.0 221.7 120 231.7 228.9 226.6 223.6 221.6 135 230.9 226.1 225.6 223.1 220.5 150 230.7 228.2 225.9 223.2 220.6 165 230.7 228.1 225.9 223.2 220.7 160 231.0 228.3 226.1 223.3 221.4

0 15 30 45 60 75 90

105 120 135 150 165 180

-1.7 -1

DIFFERENCE ( T -Tm ) c fn

7.2 -2 -3.2 -2 -1.5 -1 2.6 -1

4.7 -] l 3.4 -1 2.0 -; i 4.o -: l 9.7 -2 4.6 -: L -4.5 -1 -4.3 -: i -4.1 -: I 3.9 -1 3.5 -] I -3.7 -1 -3.6 -: l -4.0 -] L 4.1-1 2.7 -3 I 4.4 -1 5.5 -; i 7.i -: I -8.2 -1 1.0 -] L 2.0 -1 2.6 •; L 3.8 -] I -4.6 -1 1.8 -: I 2.4 -1 2.9 -; 3.6 -: L -4.1 -1 3.2 -: L -3.6 -1 4.0 -; I -4.3 -] L 4.6 -1 1.2 -: I -1.5 -1 -1.8 -: I -2.1 -] L 2.4 -1 2.2 -: L 1.4 -1 6.1 -; i -4.0 -: ) 8.0-2 7.4 -: I 7.4 -1 7.5 -; i 7.5 -; L -7.4 -1

TI-SO

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S/R

0 0.027 0.082 0.136 0.193 0.249 0.304 0.356 0.407 0.464 0.520 0.645 0.769 0.894 1.018 1.143 1.267 1.392 1.516 1.641 1.765 1.890 2.014 2.138 2.263 2.387 2.51S 2.636 2.761 2.885 3.010

NAVORD Report 6812

Table VII

Local Heat-Transfer Ratios on the Sphere-Cone Model, a - 0°

ll! - 3.24 Ml - 4.84 P0 - 1210 BUS Hg abs. po - 2213 su To - 363.30K To - 320;0O] Rei/« x 10-6 - 8.8 Rei/» x 10-'

Q/Q; Q/Q;

1.000 1.000 1.181 1.001 1.238 1.039 1.152 0.900 1.016 0.837 0.925 0.757 0.787 0.690 0.681 0.486 0.532 0.364 0.371 0.226 0.522 0.231 0.265 0.160 0.237 0.153 0.269 0.126 0.188 0.116 0.220 0.120 0.227 0.109 0.182 0.096 0.182 0.102 0.216 0.105 0.241 0.092 0.250 0.077 0.161 0.071 0.139 0.071 0.136 0.076 0.126 0.090 0.174 0.077 0.137 0.070 0.150 0.073 0.137 0.071 0.345 0.089

VII*1

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bs.

4

BLANK PAGE

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Locn

(Prt - 2233

B\S/R .027 .002 .136 .193 .2^19 .301 .350 .-107 .40-1 ,6

1.003

spL~

.988

x U

0 1.020 1.004 .905 .895 .745 .588 .410 .327 10 1,001 .97r. .970 .953 .860 .714 .500 .397 .312 30 .999 .968 .957 .921 .028 .684 .535 .«j>C2 .310 45 .999 .963 .9-15 .099 .805 .603 .515 .370 CO 1.003 .973 .930 .881 .785 .64 4 .490 .358 .rr/o 75 1.006 .978 .932 .804 .767 .625 .481 .340 .?35 SO 1.011 .985 .927 .847 .748 .607 .464 .3:0 .202

105 1.015 .992 .922 .830 .729 .580 .447 «riso .250 120 1.019 .998 .910 .813 .710 .571 .431 ,324 .257 135 i.or: 1,002 .rmo .7C3 .001 .552 .415 ,S10 .240 150 1.0 r:2 1.003 .774 .009 .531 ,395 .301 .239 ,0 165

j I.G::D .COG .070 .741 auJO .501 .308 .284 . 223 »0

1G0 \ s 1.017 .905 .CC1 .707 .001 .470 .340 .207 .^09 .0

VIII-1

4

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NAVORD R.port G012

Tablo VIII

ml Hor.t-TrrUiCfcr K:'.tlo:; en whe Sphorc-Couc Uodol at 1^ " 4.8': r.nd or «- 0°

13 i i 11- i.L.;., T - 320°.:, Kc^/i.-tcr r. 10'G .5)

,615 .709 .89C 1.010 1.143 1.2G7 1,302 1.51G 1.6-11 1.705 1.890 2.01/ ?.)?

Q/Qft - LoccJ Uov.t Flux Rr.tlo Coi^.

,197 .173 .143 .143 .134 .119 .104 .108 .122 .131 .128 .123 .125 ,179 .101 .134 .134 .If 2 .110 .ore .or3 .113 ,119 .11G .lie . 113 ,170 .152 .125 .123 .113 .102 .000 .092 .104 .110 .103 .104 ,10. ,150 ,14G .122 .119 .108 .033 .007 .037 /1 .^ r>

.V. 0 . 104 .102 .033 .03G ,146 .140 ,116 .113 .102 .oro .004 .034 .OCo .093 .092 .030 .030 ,134 .134 ,113 .100 .000 .oc: .070 .031 .0:0 .090 .007 .034 ,031 ,123 .123 .103 .102 .037 .031 .075 .070 .034 .004 .001 .075 ,075

,116 .122 .104 .ore .001 .075 .C72 .072 .073 .070 .072 .039 .033 ,110 .110 ,C» o .C .; .075 .0:0 .CC9 .030 .07.- .072 .030 ,030 .030 ,102 .110 ,oro .03: .0G9 .0C3 .c:3 .C3G .030 .030 .030 .03' ,031 ,092 .ic: .oca .073 .003 .030 .0:0 .033 .003 .039 ,051 .045 .0<5 ,070 .002 .0C' .009 .054 .051 .054 .057 .034 .051 .042 ,033 ,033 ,0G0 .031 ,032 .057 .042 .039 .045 .043 .045 .039 .030 .034 .031

Page 110: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVORD Roport 6312

(Po -

Table VIII

Local Her.t-Trr.iicJCcr Ratio:; on tho Sphoro-Couo Model at 1^ - 4.84 ;.nd c - 6°

2233 i.i Ez {.b:;., To - 320°;:, Hf^/i.jtcr •;: lO"6

,193 .249 .3fM ,35G .407 .464 .645 .709 .894 1.010 1.143 1.2G7 1.39.'? 1

Q/Q* - Local Hojit Fli;x R:.tio Sph-, i. u

■v

.134 . " o o .895 ,745 .588 .416 ,327 .197 .173 ,143 .143 .119 ,104 .ic .953 .800 ,714 .500 .397 .312 .179 .101 .134 .134 .in .110 .093 .0- .921 .823 .684 .535 .oo/< .310 .170 .152 .125 .125 .113 .102 .030 .Oi .899 .805 .603 .515 .370 .294 .150 .146 .122 ,119 .108 .033 .037 ,o: .nai .785 .644 .490 ,550 .270 .146 .140 .116 .113 .102 .OCO .034 .01 .804 .707 .625 .481 ,340 .235 .134 .134 .113 .100 .090 .034 .070 .o: .847 ,748 .607 .464 ,340 .232 .128 .120 .103 .102 .007 .001 .075 .0'

.830 .729 .580 .4<7 .330 .250 .116 .122 .104 ,0C3 .001 ,073 .072 .01

.013 .710 .571 .4 1 ,324 .257 .110 .110 .033 .C, J .075 ,039 .C39 .c:

.7C3 .001 ri > .415 ,S1G .246 .102 .110 ,003 .034 .009 .033 .C33 .c

.7/4 ,039 .631 .395 .304 .239 .092 .104 ,090 .070 .003 .030 .0^0 .o:

.74:1 .501 .308 .284 .223 .078 ,092 ,03' ,009 .054 .051 .054 .0!

.707 ,C01 .470 ,340 .237 .209 .050 ,001 ,032 .057 .042 ,039 .0:5 .0

VIII-l

Page 111: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

C.5)

1.51C 1.6-1 1 1.7C 5 1.8^0 2.01. 1 2.133 2.26: t 2.387 2.512 2.63 6 2.76 1 2.8!

""■*""*

.122 .131 .128

Couu _

ion .128 .125 .134 ,146 .152 .155 .161 .140 or 3 .113 .119 ,110 .116 ,113 .122 .134 .137 .140 .146 .125 OC2 .lOi .110 ,100 .104 .104 .110 ,122 .125 .125 .131 .113 037 . 101 ,102 .093 .096 .102 .110 ,113 .113 .119 .103 OCA ,o:o ,033 ,092 .030 .030 ,090 .102 .104 .102 .103 ,030 00\ .o:o .030 .087 .034 .081 .087 .032 .092 .090 .092 .070 OVG .oc^ .03* .001 .075 .075 .081 .084 ,084 ,078 .081 .039

072 .073 .073 ,072 .039 .OGG .072 .075 ,072 .060 .069 .030 CCD .07Ü .072 ,030 .030 ,030 .033 .0:J3 .033 .054 .057 .013 C:;G .030 ,030 ,030 .051 ,051 ,057 .057 .051 .015 .045 .033 0C3 .03 .030 .051 .045 ,0'5 .0^8 .015 .042 .033 .030 ,030 057 .oc: ,051 .012 .030 ,033 .033 .027 .018 .018 ,021 Ov8 .O:G .039 ,030 .024 ,021 .027 .021 .015 .003 .093 ,003

Page 112: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

P^ - 2010

\

0

CO

) .1

I GO

0

i .oa«:

.027 .0;':> .136 .193 .219 .304 .353 .407 .4r/;

i.-^,'» i. (_, _—

l.OOi .9r. 9 .99a .G95 .840 .703 .638 .552 .4.rj 1.001 .970 .L77 .878 .81C .6C6 .613 .537 . .474

.990 .970 .95a .065 .799 .071 . 584 .501 400

.999 .9G8 .917 « O v. *J .7cn .603 .565 .407 , 3C1 1.001 .c^a .938 .858 .780 .657 .5-18 .471 . 369 1.003 .970 .931 .C5G .771 .652 .533 .464 . .3:5 1.007 .973 .925 .055 .764 .616 .SU* .451 . .SCl

1.010 .976 .918 .854 .755 .611 .501 .437 tci 1.013 .970 .911 .852 .747 .635 .481 .423 . 1.015 .979 .903 .050 .730 .650 .466 .405 . 0 . J

1.01^ .97G .891 .845 .728 .622 .440 .301 . 3M 1.012 .908 .072 .832 .709 .607 .423 .S70 . 1.C09 .957 .C52 .816 .687 . DL>,» .39/ .350 . r ^ ■ .

645

.248

.240

.222

.2JC

.2)0

.213

.210

.204

.199

.190

.107

.178

.167

VIII-2

A

Page 113: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVOUD Report GO12

Table VIII (con't)

Ml - 4.84 and a » 6°

-G V.C)

.7Gy .89'! 1.01Ö 1. 1^.3 1.267 1 TOO 1.510 i.r:3. 1.705 1 .ri.0 '.: ,01' .

— 0/CrL - Locnl I! :.t ] "IK - i: tio — - C^i

— -- - - — —

.230 .207 .199 .199 . 193 .103 .190 .J07 .1^4 .17 b .173 .170

.219 .196 .icy .ir< .mi .17.: .178 J76 .173 .IG; 3:' '. . 1V ,

.207 .ir,7 .1/6 .iv a .173 .170 .167 J.CV .lr'. .3 5:. . 1 i 3 .147

. 20-.1 .181 .17- .175 .107 .10/ .ir .161 .If.S . 3 53 . 3 •. V .111

.201 .178 .107 .167 .io: .161 .158 .155 .l.r.3 . 147 ,141 .133

.19G .176 .161: .161 .153 .155 .153 .150 .147 .in , 1 •' -J .133

.193 .170 .161 .153 .153 .150 .K7 .i:: .141 .141 "i: 3 .133

.190 .167 .155 .155 .150 .144 .141 .138 .135 , .130 330 .1°:« . I

.187 .16^ .15? .153 . UA .138 .135 .132 .130 . 124 313 .115 I

.181 .158 .1^7 .1-17 .138 .135 . 130 .130 ,i?y. . .118 115 .113

.178 .155 .iir .141 .135 .130 .127 .m .118 . 112 1 .13/ . }

.170 .K7 .135 .135 .127 .121 .118 .115 . 109 . 10; i(.) .(

.158 .135 .IT:-' .121 .115 .107 .104 .101 .095 . OVl; . G\ :• .0CG . (

Page 114: en Mi'otb C^iz J a NAVORD REPORT - DTICSphere-Cone Model at Mj - 3.24 and a - 6 Figure 9 Local Static-Pressure Distribution Over the Sphere-Cone Model at M^ - 4.84 and a - 6 Figure

NAVOIID Report GO 12

P^ -

Table VIII (con't)

Ml - 4.84 and cr « 6°

2010 I:A Iij abs., T0 - 3220.:, p-j /, . ;-> K io-p .

•19 .30-^ .35G .407 .40^ .64Ü .769 .894 1.01Ö 1.143 1.2G7 1.ZZ2 1.51

•10 .703 .638 .552 .4^9 If .686 .613 .537 .474 99 .671 . 584 .501 .403 C8 .603 .565 .487 .391 CO .657 .548 .471 .309 71 .652 .533 .464 .315 64 .646 .5U' .451 .3C1

55 .e:i .501 .437 .:.C9 47 .035 .484 .423 30 .630 .466 .405 . k. .- J

28 .022 .448 .301 09 .607 .423 .370 rj '. r>

37 .580 .39/ .350 r -> • i

O/Qü"- - Local If :\t VI i' K.tio —

.248 .230 .207 .199 .199 . 193 .193 .19

.248 .219 .196 .1C.4 .184 .131 .17C .17

.?22 .207 .187 .1/6 .iv a .173 .170 .16

.216 . 204 .181 .173 .170 . 167 .164 .16

.210 .201 .178 .107 .167 .164 .16? .15

.213 .196 .176 .164 .164 .153 .155 .15

.210 .193 .170 .161 .158 .153 .150 .14

.204 .190 .167 .155 .155 .150 .144 .14

.199 .187 .164 .153 .15:? . 144 .138 .13

.190 .181 .158 .147 .147 .138 .135 .13

.187 .178 .155 .144 ,141 .135 .130 .12

.178 .170 .147 .135 .135 .127 .121 .11

.167 .158 .135 .124 .121 .115 .107 .10

6

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