basic engineering sciences reviewer - complete
TRANSCRIPT
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BASIC ENGINEERING SCIENCES
REVIEWER(LECTURE)
Engineering Mechanics, Strength of Materials, Fluid Mechanics,Thermodynamics, and Engineering Economics
Revision 0
2011
Prepared By:
Agerico U. Llovido PME
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CONTENTS
A. ENGINEERING MECHANICS
B. STRENGTH OF MATERIALS
C. FLUID MECHANICS
D. THERMODYNAMICS
E. ENGINEERING ECONOMICS
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A E EE EC A C ( EC E)
1. E E .
2. B E 2.1
.2.2 D
.3. B D
3.1 .
3.2 .
4. D :4.1 F ,
, . F 4.2 .4.3
. , . .
4.4 . . , .
.4.5 . .
/ .4.6 A .
/ 2.4.7 B .
5. 5.1 A .5.2 A
.5.3 A .
6. 6.1 . (E . , , , , .)6.2 . (E . , , , ).
7. F ( )7.1 C .7.2 .7.3 C .
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A E EE EC A C ( EC E)
7.4 .7.5 C , , .7.6 C .7.7 .7.8 , , .
8. 8.1 ,
.
8.2 C .
cosF F x = , sinF F y =
8.3
( ) += 180cos2 212221 F F F F R
cos2 212
22
1 F F F F R ++=
8.4 2
22
1 F F R +=
1
2tanF
F =
8.5
L++= 2211 coscos F F F x
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A E EE EC A C ( EC E)
L++= 2211 sinsin F F F y ( ) ( )22 += y x F F R
=
x
y
F
F tan
9. F
.cetan Dislar PerpendicuForceForceaof Moment =
d F M = 10. F B D
F .11. F E
= 0 xF = 0 yF = 0 M 12. C
= 0 A M ( ) 0
42=
L Lwd H
d wL
H 8
2
=
=
= = ( / ).2
2
2
+= L
w H T A
3
42
5
32
3
8
L
d Ld
LCableof Length +=
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A E EE EC A C ( EC E)
13. C
wyT T B A ==
= = 222 cs y +=
c
ysc x
+= ln
x L 2=
14. FF .
N f F =
N F
f == tan
:= = ( )
= . .
.
C ( ). C ( )
= =
= =
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A E EE EC A C ( EC E)
15. .
15.1 vt s =
:
= , = , / = ,
15.2
vdt ds = dt
dsv =
adt dv = dt
dva =
adsvdv = 15.3 C
t
vva 12
=
21
2
1at t vs +=
asvv 22122 +=
: = , / 2. (+) . ( ) .
= , / = , = ,
16. F B
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A E EE EC A C ( EC E)
t
vvg 12
=
21
2
1gt t vs +=
gsvv 22122 +=
: = , / 2. (+) . ( ) .
17. A
17.1 t =
17.2
t 12
=
21
2
1t t +=
22122 +=
:
= , / 2 / 2. (+) . ( ) .
= , / / .
= , = ,
18.
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A E EE EC A C ( EC E)
18.1 coso x vv =
sino y vv =
18.2 ( )t v x
o cos=
18.3
( ) 22
1sin gt t v y o =
18.4 E ( )
22
2
cos2tan
ov
gx x y =
18.5 ( )
g
v R o
2sin2=
gv
t y2=
18.6 ,
g
v H o
2
sin 22 =
g
vt
y=
: = , /
= , = , = , .
19. A
r s = r v = r a =
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A E EE EC A C ( EC E)
r v
a n
2
=
r mv
maF nc
2
==
22
t nT aaa +=
: = , = ,
= , = , /
= , / = , / 2
= , / 2 = , / 2
= , = ,
= , /2
= , /2
20. F (D )
ag
W maF ==
:F = ,
= , A = , / 2
21. D A ( )
maag
W = = E F ( )
A
= 0 xF = 0 yF
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A E EE EC A C ( EC E)
= 0 M
22. E 21 KE NW PW KE =+
: = =
g
Wv2
21
= =
= =g
Wv2
22
23. , E 23.1 . .
.
23.2 E . E . .
23.3 . . (1 = 1/ ).
velocityForcetime
cetandisForcePower =
=
input Work
output Work
input Power
output Power Efficiency ==
24. E24.1 E .
2
2
1mvKE =
24.2 E . , .
. ( ) .
mghWhPE ==
: = , = , /
= = , = ,
25. 25.1 .
t F pulse Im =
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A E EE EC A C ( EC E)
25.2 . . / .
mv Momentum =
26. C .
22112211 vmvmvmvm +=+ :
E .
.
C :C .
21
21
=
: = 1, = 0, .
27. . A
, .
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A E EE EC A C ( EC E)
ghv 2=
gv
h2
2
=
g
LT 2=
: = , / = , = ,
= ,
28. C
gr
W
F c2
tan ==
29. C FC .
30. C C ,
.
r mgr
Wvr
mvF c
222
===
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A E EE EC A C ( EC E)
: = ,
= , = 2 = = , /
= , / /
31. E B2222
2
1
2
1
2
1 I mk mvKE ===
, I r F T ==
: = , = , /
= , 2 = 2
= , / /
= , / 2 / 2
32. ,
.
B = 22 r R /
A B = x2 / 2
= = 2
= = onacceleratint displaceme
2
33. B C = C
. .
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A E EE EC A C ( EC E)
34. C , .
N W =
c f F F =
gr v
f 2
=
E
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B E G H F A E A ( EC E)
1. E G H F A E A . .
2. AD .
F 2.1 D .2.2 .2.3 .2.4 .
3. E A D A .
,
=
= F ,
A = C
, . , .
,
,
= =
= C ,
=
D .
4. H E A , D F E A C A D D F G D ( HEA D )
H . .
F :
E ,
=
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B E G H F A E A ( EC E)
F :
,
=
E
( ) +=
12
5. E A D AG A
5.1 (A) .
5.2 E (B) .
5.3 (C D) .
5.4 (E) .
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B E G H F A E A ( EC E)
:
=
:
=
8. C E E E A D A
C :
=
C : =
9. HEA E A D A
.
=
,
=
.
10. BEA G E
B .
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B E G H F A E A ( EC E)
A : , C , , .
F :
B : ( )
= = D =
= , =
:
B = .
B :
=
= A
= = ,
= D
11. A E A D A G A F
( .
. .
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B E G H F A E A ( EC E)
:
F ,
==
= ,r = ,T = , J = ,G = ,l = , = A l .
F
4
32 =
316
=
F ( od ) ( id ).
( ) ( )[ ]4432
=
2
=
( )4416
=
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B E G H F A E A ( EC E)
( )43 116
=
=
=
=
==
602
= , = A / .
E :
025,63
= , .
11.1
C .
.
.
:
=22
2
11
121
+=+
F , GGG == 21
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B E G H F A E A ( EC E)
:
21 =
22
2
11
1
=
2
1
2
1
1
2
2
1
=
F == 21
2
1
1
2
2
1
=
12. BE D G E F E A E
==
= .
= . = . = ,
= .
B :
==
= .
13. HE A E E A D HE A E A /C AC
.
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B E G H F A E A ( EC E)
E /C =
=
=
==
= . = .= C .
14. EA A D A E A A
. .
15. A
=
0.25 0.35 .
16. AC E
.
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B E G H F A E A ( EC E)
E =
( ) +=21
++=
211
F :0=
2=
17. FF E .
18. A A E E G E .
221 2
==
19. C B ED E E
E A E E = 22 +=
E A E E =
++= 22
21
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B E G H F A E A ( EC E)
19.1 C
=
19.2 22
42
1
+= 19.3
22 421
21
++=
20. HE E F FA E DE A C AD
20.1 ( ) ( ).A ,
.
221 42
121
++==
= ,
= ,
,
= . = .
= F .20.2 ( G ).
A ,
22 421
+=
=
, = ,
= .
= F .
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B E G H F A E A ( EC E)
=
2
20.3 ( ) ( ).A ,
( ) ( . . ) .
= 21
221 42
121
++=
222 42
121
+=
20.4 ( H ).A ,
( ) .
20.5 ( H ).A ,
( ) ( . . )
.
( ) ( )2
212
22
1 2
=+
: .
21. E D A CE / FA G E E F
.
( ) ( )2
212
22
1 2
=+
N y
t t t t
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B E G H F A E A ( EC E)
24. E A D DEF EC BEA
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B E G H F A E A ( EC E)
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C F ID ECHA IC ( EC E)
1. F ID ECHA IC1.1 F
, , .
, , , ( ), , .
1.2 F ( ) ( ) ( ) ,
.
1.3 F , .
2. F IDA .A .
.
3. I A E IE F F ID .
.B .
.
4. C E IB E A D I C E IB E F IDC
. G .
I . .
5. IDEA A D EA F IDI F , , , . F ,
.
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C F ID ECHA IC ( EC E)
, 2, / ( ), 1/ , , ,
. = ( ) = = ( ) =
I .
, , ( F).
A (D ) ( .) 1 = 1 / 2, 1 = 1 / 2 = 0.1 . 1 ( ) =
0.01 .
( .) 2/ , 2/ , 1 = 1 2/ . = 0.0001 2/ . 1 ( ) = 0.01 .
9. E D BE
. I .
===
: = ,
= , = , /
= , 2/ = ,
10. E F F
F .
2000.
F . 4000. F .
F 2000 4000.
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C F ID ECHA IC ( EC E)
11. FACE E I A D CA I A AC I .
. .
C A .
12. C E IBI I A D B DC ,
.
=
:
= =
=
B , E B . I .
13. H D A IC E EH .
:
1. .
. .
2. A .
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C F ID ECHA IC ( EC E)
= D H
==
H ,
==
: = ( )
= ( )
= D
14. A E E
.
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C F ID ECHA IC ( EC E)
( ) ( ) ( ) ( ) +++= 332211 ( ) ( ) ( ) ( ) = 3432321211
15. B A C
B .
A B
1. A .
2. A .
=
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C F ID ECHA IC ( EC E)
=
:
=
= =
=
16. BA IC CIE IFIC A ED I HE A A I F F ID F
1. : .
. .
2. : . .
. .
3. : C . .
E B .
4. : .
17. F A E ( )
.
( ) .
18. C I I E A I
C E , , .
2211 == 222111 =
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C F ID ECHA IC ( EC E)
F . 21 == 21 ==
2211 =
19. E CI HEAD
:
.
2
2
=
: =
=
20. F IC I HEAD I I ED E
22
22
==
:
= , = , / /
= , = ,
= , (D ) = 9.81 / 2 32.2 / 2
21. C EFFICIE F F IC I ,
1.
C ( < 2300).64
=
2. C C , ( > 2300)
+=7.3
51.22 21
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C F ID ECHA IC ( EC E)
, =
A H:
211.1
7.39.68.1
+=
H. B E (4000 < < 10 5)
4
316.0=
22. H D A IC DIA E E
F ,
4=
= , = , . .
23. BE I E A IB . I
, . B : (1) ,(2) , (3) .B , , , .
2
222
1
211
22
++=++
:
=
= 2
2
E =
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D HERMOD NAMICS (LEC RE)
1. HERMOD NAMICS (1)
, .
(2)
.2. HE ORKING S BS ANCE
F , , .
P S . A
.S S
.I =R ,
, , R , , . A
= RI
. M .
3. HE S S EMS (1) , , , ,
, . I , , .
S (2) . I .
S3.1 C S (1)
. A .C S (2) ,
( ) .)
I S (1) A .
I S (2) .
I S (3) . . I , .
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D HERMOD NAMICS (LEC RE)
3.2 O S (1) . E . A .
O S (2) .
C .
C S .S E .B ; , .
4. HERMOD NAMIC PROPER IES P (1)
,
P (2) ; , , ,
.C P1. I P ; , , , ,
.S P , .
2. E P .
. ,
. O , . , .
P F A , ,, , .
5. MASS AND EIGHM (1)
. , , . S .M (2) ,
( ). (1) ,
. N. S . F = . =9.81 / 2 32.2 / 2.
(2) .
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D HERMOD NAMICS (LEC RE)
( : ) 101.325P . 1 , : 760 H( ), 29.92 H , 14.696 .B . B . 1 B = 100P .
A = 101325(1 2.25577 10 5 ) 5.25588 , = (P ) = ( ).A
=
: = , ( )
= ( ), 0 = = 0 ( ) = 1.0 B (E )
0 = = 7 (E )O 1,000 , 1 H .
11. BAROME ERB . I , , .
12. ABSOL E AND GA GE PRESS RES
A , . A ( )
. I .
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D HERMOD NAMICS (LEC RE)
G .
F = + ( )
.
F = P
.13. EMPERA RE
. I . I
. S :
1. F (F) S 180 32 F 212 F.2. C (C) S C S 100 0 C 100 C.R :
( ) oo
+=59
32
( )
=95
32 oo
A .
.A .A S :1. K (K) S C .2. R (R) S F .
R :
460+= oo
273+= oo
* 15.273273
* 67.459460
C :
( ) ( )
oooo
=
==
9
5
9
5
( ) ( ) oooo
=
==59
59
I 1 = 0 C 32 F.S ( ) 1 = 100 C 212F.
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D HERMOD NAMICS (LEC RE)
, , . 0.01 C 4.58 .
14. ENERGE .S E ,
; , .P E (1) . S P.E.P E (2)
=
= ( , ) = ( , ) = ( / 2, / 2)
= .
= 217.32
= 21
K E (1) . S K.E.K E (2) ; ,
.
2
2
=
= ( , ) = ( / , / )
= ( / 2, / 2)
= .
= 217.32
= 21
J C J 778 / B
I E (1) , ,, .
I E (2) .
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D HERMOD NAMICS (LEC RE)
I E (3) .
S I E . B / J/ . S .
P E .S P E P .
E (1) . I += .
E (2) . B / J/ . S .
S E += .
= =
=
C E .N E .
15. HEA AND ORK E ;
; .H (1) .S Q. B , B / , J .H (2)
.Q (+) Q ( )
H = =
. S . , J.
= = ( , N) = ( , )
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D HERMOD NAMICS (LEC RE)
.
P . .
=
16. PES OF ORKN , NF .
.F , F , . F = =( 2 1)S , SF ; .
17. SPECIFIC HEAH C ( )
( ).S H (1) . B / F B / C.S H (2)
.S
.
=
=
=
S .
=
=
= S
==
18. EN ROPE (1) .
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D HERMOD NAMICS (LEC RE)
19.3 SECOND LA OF HERMOD MANICS EN ROP , .
, , : I .
S :
C : I .
K P : I , .
A . N
. C : I 2 ,
1 2.
19.4 HIRD LA OF HERMOD NAMICS ABSOL E EMPERA RE
.A , .
.20. HERMOD NAMIC EQ ILIBRI M
E .
21. CONSER A ION OF MASS .
S S , .
C E S F
2
22
1
11222111
====
E : , / 3, 3/ , 2, / .
22. HEA RESER OIRH
.
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D HERMOD NAMICS (LEC RE)
23. HEA OR HERMAL ENGINE
H E (1) ( ) ; .H E (2) ( )
.24. ADIABA IC S RFACE AND PROCESS
A . I .
A .
25. A AILABILIA
,
.A , ,
,
.26. RE ERSIBILI
R (1) ( ) ,
, .R (2) " "
27. IRRE ERSIBILI
I
.
27.1 E .27.2 I .
28. A AILABLE ENERGA ,
, , ,
.29. HELMHOL F NC ION
H . S . F = .
30. GIBBS F NC IONG
. I . S . F = .
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D HERMOD NAMICS (LEC RE)
31. EQ ILIBRI M
E .M , , . A .
, . . .
C
. A . , ,
. A .
Q
32. PERPE AL MO ION MACHINE OF HE SECOND KIND
P .
33. BO LE S LAB L (1) ,
.B L (2)
.
2211 =
34. CHARLES LAC L (1)
.
2
2
1
1
=
C L (2) .
2
2
1
1
=
35. IDEAL GAS LA
I G L
; , P = R , P , , , R .
=
2
22
1
11
=
= , = , = , = , = .
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D HERMOD NAMICS (LEC RE)
36. BASIC PROPER IES OF IDEAL GAS
= 3143.8
=1545
=
=
1=
1=
: = =
=
= =
37. PROPER IES OF AIR 97.28=
4.1= == 287.03.53
=== 0.124.024.0
=== 716.0171.0171.0
38. A OGADRO S LA AND N MBER
A L .
A , N A 6.0225 1023 1 .
39. JO LE S LAJ L
.40. DAL ON S LA OF PAR IAL PRESS RE
D L P P
.
=+++=
L
[ ] ====== =
1=
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D HERMOD NAMICS (LEC RE)
41. AMAGA S LA OF PAR IAL OL MESA ' L P , .
=+++=
L
[ ] ====== =
1=
42. HERMOD NAMIC S S EMS AND PROCESSES P .
C P C ( ) .
R P , , , .
I P . ,
.A P .
.I P .
. A .
P P , L P ( ) L ( )
. O nPV = . P
, 21 hh = ; , 0=W ; , 0=Q .I P ( , )
.I P (I P ) (
), .I P ( , )
.
43. EQ A IONS FOR HERMOD NAMIC PROCESSESE = =
N F E
+=
S F E , 0= 0=
+=
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D HERMOD NAMICS (LEC RE)
S F E , 0K 0P
sf W PK H Q +++=
: =
= K = P =
=
=
I E
=
E =
N F =
S F , 0= 0=
= S F E , 0 0
=++
N :
=
44. ISOBARIC PROCESS
I P ( , ) .
= C
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D HERMOD NAMICS (LEC RE)
1
2
1
2
=
( )12 =
( )12 =
N :
+=
( )12 == =
E :
=
2
1
1
2
==
S F : +=
0== =
E : =
2
1
1
2
==
S H R :
=
=
45. ISOME RIC PROCESS (ISOCHORIC PROCESS)I P (I P ) (
), .
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D HERMOD NAMICS (LEC RE)
=
1
2
1
2
=
( )12 =
( )12 = N : +=
0==
=
E : =
1
2
1
2
==
S F : +=
( )12 == =
S H R :
=
=
46. ISO HERMAL PROCESSI P ( , )
.
= , =
( )12 =
( )12 =
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D HERMOD NAMICS (LEC RE)
N F E : +=
==== 2211
2
1
1
2
==
2
1
1
2
==
=
S F : +=
2
1
1
2
==
2
1
1
2
==
=
E :
1
2
=
2
1
=
2
1
1
2
==
47. ISEN ROPIC PROCESSI P .
= , 0= , = , 0=Q
=
2
1
1
2
,
1
2
1
1
2
=
,O
k k
p
p
T
T 1
1
2
1
2
=
( )12 =
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D HERMOD NAMICS (LEC RE)
( )12 = N : +=
=
=
11
11
1
2
1111
1
211
=
=
=
11
11
11
1
1
211
2
111
1
21
( )
=
=
=11
11
112212
1
21
B ,
1=
( ) == 12 S F : +=
=
=
=
=
11
11
11
11 1
211
2
11
1
1
21
1
1
211
( )
=1
12
B
1=
( ) == 12 N :
=
=
==
48. POL ROPIC PROCESSP P = C .
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D HERMOD NAMICS (LEC RE)
= , =
1
21
12
=
,
1
12
12
=
( )12 =
( )12 = N : +=
=
=
11
11
1
2
1111
1
211
=
=
=
111111
1
121
1
211
1
121
( )
=
=
=11
11
112212
1
21
B ,
1=
( )11
112212
=
=
( ) ( ) ( )( )( )( )111
11
11
11
1 112211221122
=
=
+
=
S F : +=
=
=
=
=
11
11
11
11 1
211
2
11
1
1
21
1
1
211
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D HERMOD NAMICS (LEC RE)
( )
=1
12
B
1=
( ) ( ) ( )11
11221212
=
==
( ) ( )11221122 1111
11
=
+
=
( )( )( )( )11
1122
=
E :
1
2
1
=
O
( )
=
2
1
=
=
1
2
1
1
2
1
N :S :
=++
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D HERMOD NAMICS (LEC RE)
54. PHASES OF P RE S BS ANCE
P (1) . I .
P (2) .
P (3) .54.1 S .54.2 L .
S L
.C L
. I , .
S L
.54.3 G .
.
S .
S .
55. PHASE RANSI IONSP C .
55.1 M .55.2 F .
55.3 S .55.4 D .
55.5 C .55.6 .
56. SA RA ED EMPERA RES ,
.57. SA RA ED PRESS RE
S P , , '
.58. DEGREES S PERHEA AND DEGREES S BCOOLING
D S .D S .
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D HERMOD NAMICS (LEC RE)
59. SENSIBLE HEAS H
60. LA EN HEAL H .60.1 L ,
.60.2 L ,
. I .61. CRI ICAL POIN
C P .
62. MOLLIER DIAGRAMM D ( ) .
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D HERMOD NAMICS (LEC RE)
63. EMPERA RE EN ROP DIAGRAM
64. C
66. PROPER IESS , .I E ,
.E , : = + .
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D HERMOD NAMICS (LEC RE)
E , ; .
67. MI RESM .=
= 1 = P
+=
+=
+=
+=
68. PROCESSES IN OL ING P RE S BS ANCES. I : 1 = 2 . I : 1 = 2 E .. I : 1 = 2
F : 1 = 2 I : 1 = ( + )2 . I : 1 = 2 I ( ) ( , ,
).. ( ) : 1 = 2 I : 1 = ( + )2
I , :( + )1 = 2 69. ESSEN IAL ELEMEN S OF A HERMOD NAMIC HEA ENGINE
69.1 , , .69.2 S (H , H , S )
.69.3 H (R , C , S ) .69.4 E .
70. HE CARNO C CLE
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D HERMOD NAMICS (LEC RE)
3421 = 3241 =
( )411 = ( ) ( )412322 ==
( ) ( )412411 == ( ) ( )( )411
412411
=
==
=
=
1
21
=
= C
1 = H =
2 = L = 71. S IRLING AND ERICSSON C CLE
I S C , .
I E C , .
72. BASIC ORKING C CLES FOR ARIO S APPLICA IONS
A B CS P P R CG E (S I ) O CD E (C I ) D CG B CR S R C
E
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E E GI EE I G EC IC ( EC E)
5. C IC
.
( ) += 1 = ( ) ( )niniPF += 1%,,
( )niPF PF %,,= = ( ) ( ) += 1,,
( )niF PF P %,,= :
= = =
= 6. C F D
C .
7. DD .D , PF D =
,F
PF d
=
8. E I
.E
. E .
ni = =
E = 11
+=
mn
m
ii
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E E GI EE I G EC IC ( EC E)
:= 2 = 4 = 12 = 6
= 360
9. C C I rt PeF =
: = =
= =
10. A
A .
A .
10.1 A 10.1.1 I .10.1.2 A .10.1.3 D10.1.4 .
10.2
10.2.1 A .10.2.2 A D .10.2.3 D A .10.2.4 .
11. A
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E E GI EE I G EC IC ( EC E)
= ( ) ( )i
ini AF
n 11%,,
+=
( )ni AF AF %,,=
= ( )( ) 11
%,,+
=
ni
iniF A
( )niF AF A %,,=
C = ( ) ( )( ) 11
1%,,
+
+=
n
n
i
iiniP A
( )niP AP A %,,=
= ( ) ( )( )n
n
ii
ini AP
+
+=
1
11%,,
( )ni AP AP %,,=
: = . =
= A =
=
12. A D
( )4%,, i AP A AP += ( )5%,, iPF PF = ( )51 iPF +=
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E E GI EE I G EC IC ( EC E)
13. D A
( )( )3%,,5%,, iF Pi AP AP = ( )8%,, iPF PF = ( )81 iPF +=
14.
i
AP =
:
= = A
=
15. A G
A = ( ) ( )( ) ( )nn
n
ii
n
ii
iniGP
+
+
+=
11
11%,,
2
A = ( ) ( )in
i
iniGF
n
+=
2
11%,,
A = ( ) ( ) 111%,,
+=
nin
iniG A
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E E GI EE I G EC IC ( EC E)
( )niGPGPG %,,= ( )niG AG AG %,,= ( ) ( )niGF GniPF PF GG %,,%,, ==
: = E .
16. G G
=+
+
+
=
igi
n A
iggi
ig
A
P
n
g
1
1
11
1
1
( )niPF PF gg %,,=
17. D
D . D .
17.1 D17.1.1
, , .
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E E GI EE I G EC IC ( EC E)
17.1.2 F ,
.17.2 D
17.2.1 .17.2.2
.17.3 D
F C ( ) .
E ( ) . (A )
.
.
17.4 C .
B ( ) .
( ) ; .
( ) .F
. .
F ( ) .
18. C D18.1
.
A D =n
SV FC d
=
B .
=
n
SV FC mFC BV
D ( ) .
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E E GI EE I G EC IC ( EC E)
D =Cost First
on Depreciati Annual
18.2 F
.
A D =( ) ( )
ii
SV FC ni AF
SV FC d n 11%,, +
=
=
: =
B .
( ) +=
ii
d FC BV n 11
18.3 D ( D) D 1 .
( )2
1+==
nnSOYDT
( )SV FC T k n
d k
+
=1
( )SV FC T
nd
=1
( )SV FC T
nd
=1
2
( )SV FC T
nd
=2
3
E .B .
( )md d d d FC BV L+++= 321 18.4 D B
(A D B , , C C ).
( )nr FC SV = 1
( )( ) 11 = k k r FC r d ( )FC r d =1
( )( )r FC r d = 12 ( )( )23 1 r FC r d =
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E E GI EE I G EC IC ( EC E)
E .B .
( )mr FC BV = 1
18.5 D D B D
. D .
L
LFC SV
=2
1
( )1
21
2
=
k
LFC
Ld k
( )FC L
d 2
1 =
( )
= L
FC L
d 2
12
2
( )2
32
12
= L
FC L
d
E .B .
m
LFC BV
=2
1
18.6
.
D ,capacityunitsof No
SV FC d
.
=
18.7 H H
D ,capacityhoursof No
SV FC d
.
=
19. D , , , .
D19.1 C D , , . I
.C
.
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E E GI EE I G EC IC ( EC E)
capacityresource
t cos first pt =
. . I
, .
19.2 D . A ,
50% . F , 100% .
=
, .
20. C (F A C )20.1 F
C = A D + I C
A D =( )
ii
SV FC n 11 +
I C = ( )FC i 20.2
C = A D + A I
A D =n
SV FC
I C = ( ) ( )SV iSV FC n
ni+
+ 1
2
21. C CC C , ,
.
C C C21.1 F .
C C =i
OM FC +
21.2 F .
C C =( ) 11 +
++
ni
SV FC i
OM FC
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E E GI EE I G EC IC ( EC E)
23.3 C , , ,
. I 15, . . .
. ,
. , .
F C C C23.3.1 C .23.3.2 I (5 15)
.23.3.3 .23.3.4 .
. C ..
.
24. CC .24.1 F B C
24.1.1 , .24.1.2 .24.1.3 .24.1.4 B .
24.2 B .24.3 , ,
, .24.4
, , .25. B
B 10 .
25.1 25.1.1
.
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E E GI EE I G EC IC ( EC E)
25.1.2 C .
25.1.3 D .
25.2 B
( ) ( ) %,,%,, += :
= =
= = = ( )=
26. B I 26.1 .
Investment Total
rofit P Net turn Reof Rate =
26.2 .
FlowCash Annual Net
ValueSalvage Investment TotalPeriod Payout
=
27. A
27.1
E .
, , .27.2
. .
27.3
.27.4 A C
A C = D + I C + + E
.27.5
.
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E E GI EE I G EC IC ( EC E)
27.6 F F
.
28.
.28.1
quired ReCapital Additional
placement Re By Incurred Savingsturn Reof Rate =
28.2 A CA C = D + I C + +
E
I , .
29. B C B C
.
: =
= =
= = = , , .
= ( ) ( )niF ASV niP AFC C %,,%,, =
B C
C OM B
C B
=
B/C 1 .
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E E GI EE I G EC IC ( EC E)
30. E E (E ) .A (E ) : .
h
ak QO E
2=
: = ( )
= , = ( )
31. A31.1 B
B . A . A
, .31.2 B
B :
A = + E
D . A .
F , .31.3 C
C .
31.4 F F .F ,
.31.4.1 F
31.4.1.1 B .31.4.1.2
. . E , , . , , , .
31.4.2 B 31.4.2.1 C
.
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E E GI EE I G EC IC ( EC E)
31.4.2.2 F , , , .
31.4.2.3 C , .
31.4.2.4 .
31.4.3 F 31.4.3.1 C .
s LiabilitieCurrent
AssetsCurrent RatioCurrent =
31.4.3.2 A .
s LiabilitieCurrent
AssetsQuick RatioTest Acid =
31.4.3.3 .
ceivables Re Average
Credit onSales Net Turnover ceivable Re =
31.4.3.4 G .
Sales Net
ofit Pr Grossinarg M Gross =
31.4.3.5 .
Sales Net
Tax Before Income Net Ratioinarg M ofit Pr =
31.4.3.6 .
EquitysOwner
Income Net Investment onturn Re
'=