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Periodic Table of Physical Elements

1


Author：Zhiqiang Zhang

from Dalian , China

Email: [email protected]

ABSTRACT

This is one of my original works in physics to present periodic table of physical

elements which is invented with help of rule of STC , rule of STV and SI units system.

All of physical realities designated by physical units possess an common nature of

space time structure that can be exclusively described by space time configuration (STC)

and space time value (STV). Any physical reality bearing such kind of common nature is

called as physical element , such as, space element, time element, mass element, energy

element, momentum element, angular moment element, electric quantity element,

magnetic moment element, temperature element, mol element and so on.

By STC and STV, all of physical elements known and unknown or unidentified have

been counted statistically and summarized in form of tables entitled Periodic table of

physical elements , abbreviated PTPE.

PTPE is consists of 13 tables, among which the 13th table is irregular coefficient ones,

while other 12 tables are regular coefficient ones. For regular coefficient tables , each of

them contains 36 physical elements , and each of 36 physical elements exhibits by its

space time configuration , space time value , name of physical unit, its sign in physics

and serial No. in PTPE.

More then 400 physical elements in total showcase in such way in this PTPE.

KEYWORDS

Physical Element Periodic Table of Physical Elements Space Time Structure

Space Time Configuration Space Time Value Dimensional Spaces Dimensional Times


2

TEXT There are four sections in this paper, section one is about axiom of physcs, section two is introduction to rule of space time configuration and rule of space time value, section

three serves to periodic table of physical elements , section four briefly discusses

ramification and role of the PTPE in development of physics.

Firstly to appoint a writing regarding physical quantities.

To express any physical quantity by AAA dim||= , and call || A as modulus value of

the physical quantity, Adim as physical unit of the physical quantity.

Section One

Axiom of Physics For any physical reality designated by physical unit Adim , there always exist an

corresponding physical reality GA whose space time value is constantly equal to 1.

that is , AAA GG dim||= and 1)( ≡GASTV .

Axiom of physics is an abstracted result from principle of the great ultimate which is

core of Taoism of Chinese religion. It is presumedly considered by the author as logic

origin of whole theoretical system of physics.

Section Two

Rule of STC and STV Under axiom of physics, with help of SI units system, referred to Planck units system,

descriptions in physics for space time structure of all physical realities can be obtained

and identically expressed in manner of space time configuration and space time value of

physical units which strictly follow rule of STC and rule of STV.

Rule of STC

For any physical reality designated by physical unit Adim , expression of its space time

structure identically abides by a logic format as

ba sBmASTC −=)(dim where, )(dim ASTC said space time configuration of physical unit.

m denotes an unit of one dimensional space or length unit.

s denotes an unit of one dimensional time or time unit.


3

5,4,3,2,1,0,1,2,3,4,5, −−−−−=ba .

B said coeffifient and 11108609666745786383.6|| −×=≥ GB

Called this regulation the above as rule of space time configuration for physical units ,

abbreviated Rule of STC.

Interpretation to the Rule : All of physical ralityies possess space time structure which

are composed of specific amounts of dimensional spaces, or dimensional times, or

dimensional spaces and dimensional times combined.

Applicability of the Rule : Rule of STC is applicable to all branches of physics.

Examples of the STC :

●STC of time unit 10)( smsSTC = ●STC of length unit 01)( smmSTC = ●STC of mass unit 23||)( −= smGkgSTC ●STC of mol unit 12)( −= sammolSTC

●STC of electric current strength unit 33||)( −= smGASTC ●STC of thermodynamic temperature unit

4423

1

10||)( −−

−

×= sm

NaKSTC

A

447773.22 −≈ sm

203 ||)( −− = smGkgmSTC 212 )( −− = smmsSTC

45||)( −= smGJSTC 431 ||)( −− = smGNmSTC 55||)( −= smGWSTC 4312 ||)( −−− = smGHzWmSTC

23||)( −= smGCSTC 22||)( −= smGVSTC

312 ||)( −− = smGAmSTC 3512 ||)( −− = smGskgmSTC 532 ||)( −− = smGWmSTC 341 ||)( −− = smGkgmsSTC

11)( −= smSSTC 11)( smSTC −=Ω 203 ||)( −− = smGCmSTC

21)( smHSTC −= 211 ||)( −− = smGVmSTC 351 ||)( −− = smGJTSTC 321 ||)( −− = smGAmSTC

12||)( −= smGWSTC b 10||)( −= smGTSTC

where, 1371

=a (theoretical value)

23103679070147595191.6|| ×=AN (theoretical value)


4

11108609666745786383.6|| −×=G (theoretical value)

509945008169809445.0|| −×=G (theoretical value)

Regarding source for theoretical values, I am willing to give explanation inside another

paper to be submitted at a time appropriate.

Rule of STV

For any physical reality designated by physical units Adim , its space time structure has

numeric characteristics that can be exclusively expressed by space time value. The space

time value identically stick to a logic format as

)()()()(dim baba sSTVmSTVBsBmSTVASTV −− ××== where, )(dim ASTV said space time value of physical unit.

34106522094720661623.2)( ×=mSTV . 43100956627416198487.0)( ×=sSTV .

Called this regulation the above as rule of space time value for physical units ,

abbreviated Rule of STV.

Interpretation to the Rule : Space time value of physical units reflect numeric nature of

physical realities, also are quantitative stipulation to physical quantities GA and exclusive.

Space time value means value in math, it has no zero value , no infinite value ether.

Applicability of the Rule : Rule of STV is applicable to all branches of physics.

Examples of STV (theoretical values):

●34106522094720661623.2)( ×=mSTV and exclusive.

●43100956627416198487.0)( ×=sSTV and exclusive.

71038.1)( ×= &kgSTV and exclusive. 33103835348120127152.2)( −×=KSTV and exclusive.

30103683333025855350.0)( −×=ASTV and exclusive. 23103679070147595191.6)( ×=molSTV and exclusive.

1010730.2)( −×= &&&JSTV and exclusive. 44102174038240220541.0)( −×=NSTV and exclusive.

01 10106.0)( ×=− &kgmsSTV and exclusive.


5

3412 102231901510707099.0)( ×=−skgmSTV and exclusive. 953 104338351213559752.0)( −− ×=kgmSTV and exclusive.

13100863532243682799.0)( ×=CSTV and exclusive. 391 102250981849133825.0)( ×=−JTSTV and exclusive.

21104715856732103161.0)( ×=bWSTV and exclusive.

641 106311971224018756.0)( −− ×=AmSTV and exclusive. 52104058012746740180.0)( −×=WSTV and exclusive.

Section Three


All of physical realities designated by physical units or physical quantities possess an

common nature of space time structure that can be exclusively expressed by space time

configuration (STC) and space time value (STV). Any physical reality bearing such kind

of common nature is called as physical element , such as space element, time element,

mass element, energy element, momentum element, angular moment element, electric

quantity element, magnetic moment element, temperature element and so on.

Periodic table of physical elements ,abbreviated as PTPE , are made under rule of STC

and rule of STV to list STC & STV expressions for all kinds of physical elements know

and unknown alike.

There are two kinds of coefficient B In STC’s format, one kind is regular coefficient

that is currently discovered as || GB = ， || GB = and 1=B . Another kind is irregular

ones that takes specific value. Regular coefficient takes || GB = and 1=B for physical

units in mechanics and radiometry , takes || GB = and 1=B in electromagnetic,while

irregular coefficient always show up in STC format of most of physical units in both

thermodynamics and statistical physics.

PTPE is consists of 13 tables, among which the 13th table is irregular coefficient ones,

while other 12 tables are regular coefficient ones. For regular coefficient tables , each of

them contains 36 physical elements , and each of 36 physical elements exhibits by its

space time configuration , space time value , name of physical unit, sign in physics and


6

serial No. in PTPE.

More then 400 physical elements in total are showcased in such way in PTPE.

The PTPE is fabricated along with changes in coefficient B and number of dimensions

of dimensional spaces and dimensional times.

Some results shown in PTPE indicate that few space time structures may have double

even multiple physical characteristics.

STC of Luminous intensity unit and its derived units have not been figured out yet by

the author, so those physical elements related have not been identified in PTPE so far.

In the PTPE , there are large amounts of unknown physical elements marked by

“Unidentified” , there are at least three situations for them. Firstly some of them are

missed from the author, .secondly some of them have existed in nature but not found by

physics at present, thirdly some of them have not created yet and will be gradually

produced in evolving process of the universe.

At present, numbers of known , new and unknown physical elements in the PTPE are

In PTPE- , Ⅰ 14 elements known, 4 elements new, 18 elements unknown.

In PTPE- ,Ⅱ 2 elements known, 1 elements new, 33 elements unknown.

In PTPE- , Ⅲ 1 elements known, 2 elements new, 33 elements unknown.

In PTPE-Ⅳ, 1 elements known, 1 elements new, 34 elements unknown.

In PTPE-Ⅴ, 11 elements known, 0 elements new, 25 elements unknown.

In PTPE-Ⅵ, 3 elements known, 0 elements new, 33 elements unknown.

In PTPE-Ⅶ, 1 elements known, 0 elements new, 35 elements unknown.

In PTPE-Ⅷ, 1 elements known, 0 elements new, 35 elements unknown.

In PTPE-Ⅸ, 10 elements known, 7 elements new, 19 elements unknown.

In PTPE-Ⅹ, 2 elements known, 9 elements new, 25 elements unknown.

In PTPE-Ⅺ, 5 elements known, 6 elements new, 25 elements unknown.

In PTPE-Ⅻ, 6 elements known, 8 elements new, 22 elements unknown.

In PTPE-ⅩⅢ 13 elements known, 1 elements new. Uncertain.

Color identification in PTPE are

Orange-yellow: value element Green : Physical elements new

Yellow: Physical elements known Gray: Physical elements unknown

Blue: Elementary elements (dimensional spaces and dimensional times)


7

1st Table of Physical Elements（PTPE-Ⅰ）（ 1.No ～ 36.No ） 5,4,3,2,1,0=a ; 5,4,3,2,1,0=b ; || GB =

ba smG −|| m0 m1 m2 m3 m4 m5

s0

1.No 00|| smG

6.6745786381110−×

Value element || G

2.No 01|| smG

1.649999992410×

Natural entropy nS

3.No 02|| smG

4.078909665810×

Unidentified

4.No 03|| smG

1.00833333339310×

Cosmic vacuum

aV

5.No 04|| smG

2.4926667112710×

Unidentified

6.No 05|| smG

6.1620370316110×

Unidentified

s 1−

7.No 10|| −smG

8.9999999995410 −×

Natural heat conductivity

nλ

8.No 11|| −smG

2.224859542110−×

Unidentified

9.No 12|| −smG

5.499999991310×

Unidentified

10.No 13|| −smG

1.359636384810×

Unidentified

11.No 14|| −smG

3.361111118210×

Unidentified

12.No 15|| −smG

8.3088690411610×

Unidentified

s 2−

13.No 20|| −smG

0.1213559759510−×

Mass density3−kgm

14.No 21|| −smG

2.999999996210 −×

Unidentified

15.No 22|| −smG

7.416198482810 −×

Unidentified

16.No 23|| −smG

1.83333333710×

Mass kg

17.No 24|| −smG

4.532121294110×

Unidentified

18.No 25|| −smG

1.120370377610×

Unidentified

s 3−

19.No 30|| −smG

1.63636363613910 −×

Unidentified

20.No 31|| −smG

4.045199110510 −×

Unidentified

21.No 32|| −smG

9.999999997110−×

Dynamic viscosity

11 −− skgm

22.No 33|| −smG

2.472066163610−×

Natural mol energy

mnE

23.No 34|| −smG

0.0611111111010×

Momentum

1−kgms

24.No 35|| −smG

0.1510707093410×

Angular moment

12 −skgm

s 4−

25.No 40|| −smG

2.20647227718210 −×

Unidentified

26.No 41|| −smG

5.454545414810 −×

Unidentified

27.No 42|| −smG

1.3483997211310 −×

Pressure , Energy density

2−Nm

28.No 43|| −smG

3.333333337910−×

Surface tension

1−Nm

29.No 44|| −smG

0.8240220544410−×

Force N

30.No 45|| −smG

2.037037031010 −×

Energy J

s 5−

31.No 50|| −smG

2.97520661122510 −×

Unidentified

32.No 51|| −smG

7.354907519110 −×

Unidentified

33.No 52|| −smG

1.8181818115610 −×

Radiant exitance

λeM

34.No 53|| −smG

4.494665712210−×

Radiance

2−Wm

35.No 54|| −smG

1.11111111118710 −×

Spectral power

λeΦ

36.No 55|| −smG

0.2746740185210−×

Power W


8

2nd Table of Physical Elements（PTPE-Ⅱ）（ 37.No ～ 72.No ） 5,4,3,2,1,0 −−−−−=a ; 5,4,3,2,1,0=b ; || GB =

ba smG −|| m0 m 1− m 2− m 3− m 4− m 5−

s0

37.No 00|| smG

6.6745786381110−×

Value element || G

38.No 01|| smG −

2.69999999994510 −×

Unidentified

39.No 02|| smG −

1.09220377717910 −×

Unidentified

40.No 03|| smG −

0.44181818110310 −×

Unidentified

41.No 04|| smG −

0.17872425413710 −×

Unidentified

42.No 05|| smG −

0.72297520617210 −×

Unidentified

s 1−

43.No 10|| −smG

8.9999999995410 −×

Natural heat conductivity

nλ

44.No 11|| −− smG

3.64067925738810 −×

Unidentified

45.No 12|| −− smG

1.47272727212210 −×

Unidentified

46.No 13|| −− smG

0.59574751415610 −×

Unidentified

47.No 14|| −− smG

0.24099173519010 −×

Unidentified

48.No 15|| −− smG

0.97485956922510 −×

Unidentified

s 2−

49.No 20|| −smG

0.12135597529510−×

Mass density

3kgm

50.No 21|| −− smG

0.49090909013010 −×

Unidentified

51.No 22|| −− smG

0.19858250416410 −×

Unidentified

52.No 23|| −− smG

0.80330578519910−×

Unidentified

53.No 24|| −− smG

0.32495318923310 −×

Unidentified

54.No 25|| −− smG

0.13145003726710 −×

Unidentified

s 3−

55.No 30|| −smG

1.636363636313910 −×

Unidentified

56.No 31|| −− smG

0.66194168317310 −×

Unidentified

57.No 32|| −− smG

0.26776859520710 −×

Unidentified

58.No 33|| −− smG

0.10831772924110−×

Unidentified

59.No 34|| −− smG

0.43816679127610 −×

Unidentified

60.No 35|| −− smG

0.17724719431010 −×

Unidentified

s 4−

61.No 40|| −smG

2.206472277118210 −×

Unidentified

62.No 41|| −− smG

0.89256198321610 −×

Unidentified

63.No 42|| −− smG

0.36105909925010 −×

Unidentified

64.No 43|| −− smG

0.14605559728410−×

Unidentified

65.No 44|| −− smG

0.59082398131910 −×

Unidentified

66.No 45|| −− smG

0.23900006835310 −×

Unidentified

s 5−

67.No 50|| −smG

2.975206611522510 −×

Unidentified

68.No 51|| −− smG

1.20353033225910 −×

Unidentified

69.No 52|| −− smG

0.48685199029310 −×

Unidentified

70.No 53|| −− smG

0.19694132732710−×

Unidentified

71.No 54|| −− smG

0.79666689436210 −×

Unidentified

72.No 55|| −− smG

0..3222676239610 −×

Unidentified


9

3rd Table of Physical Elements（PTPE-Ⅲ）（ 73.No ～ 108.No ） 5,4,3,2,1,0=a ; 5,4,3,2,1,0 −−−−−=b ; || GB =

ba smG −|| m0 m1 m2 m3 m4 m5

s0

73.No 00|| smG

6.6745786381110−×

Value element || G

74.No 01|| smG

1.64999999992410×

Natural entropy nS

75.No 02|| smG

4.078909665810×

Unidentified

76.No 03|| smG

1.00833333339310×

Cosmic Vacuum aV

77.No 04|| smG

2.492666713712710×

Unidentified

78.No05|| smG

6.162037037016110×

Unidentified

s1

79.No 10|| smG

4..94999999993210×

Unidentified

80.No 11|| smG

2.00237359156610×

Unidentified

81.No 12|| smG

0.809999999910010×

Unidentified

82.No 13|| smG

0.32766113313410×

Unidentified

83.No 14|| smG

0.132545454516810×

Unidentified

84.No 15|| smG

0.536172763320110×

Unidentified

s2

85.No 20|| smG

3.67101825117510×

Unidentified

86.No 21|| smG

1.484999999910910×

Unidentified

87.No 22|| smG

0.600712077414310×

Unidentified

88.No 23|| smG

0.242999999917710×

Unidentified

89.No 24|| smG

0.982983399421010×

Unidentified

90.No 25|| smG

0.397636363624410×

Unidentified

s3

91.No 30|| smG

2.7224999999911810×

Unidentified

92.No 31|| smG

1.101305475315210×

Unidentified

93.No 32|| smG

0.445499999918610×

Unidentified

94.No 33|| smG

0.180213623222010×

Unidentified

95.No 34|| smG

0.728999999925310×

Unidentified

96.No 35|| smG

0.29489501928710×

Unidentified

s4

97.No 40|| smG

2.0190600331116110×

Unidentified

98.No 41|| smG

0.816749999919510×

Unidentified

99.No 42|| smG

0.330391642622910×

Unidentified

100.No 43|| smG

0.133649999926310×

Unidentified

101.No 44|| smG

0.540640869729610×

Unidentified

102.No 45|| smG

0.218699999933010×

Unidentified

s5

103.No 50|| smG

1.4973749999920410×

Unidentified

104.No 51|| smG

0.605718011423810×

Unidentified

105.No 52|| smG

0.245024999927210×

Unidentified

106.No 53|| smG

0.991174927830510×

Unidentified

107.No 54|| smG

0.400949999933910×

Unidentified

108.No 55|| smG

0.162192260937310×

Unidentified


10

4th Table of Physical Elements（PTPE-Ⅳ）（ 109.No ～ 144.No ） 5,4,3,2,1,0 −−−−−=a ; 5,4,3,2,1,0 −−−−−=b ; || GB =

ba smG −|| m0 m 1− m 2− m 3− m 4− m 5−

s0

109.No 00|| smG

6.6745786381110 −×

Value element || G

110.No 01|| smG −

2.69999999994510 −×

Unidentified

111.No 02|| smG −

1.09220377717910 −×

Unidentified

112.No 03|| smG −

0.44181818110310 −×

Unidentified

113.No 04|| smG −

0.17872425413710 −×

Unidentified

114.No 05|| smG −

0.72297520617210 −×

Unidentified

s1

115.No 10|| smG

4..94999999993210×

Unidentified

116.No 11|| smG −

2.00237359151110−×

Natural mol entropy

117.No 12|| smG −

0.80999999994510 −×

Unidentified

118.No 13|| smG −

0.3276611337910 −×

Unidentified

119.No 14|| smG −

0.13254545411310 −×

Unidentified

120.No 15|| smG −

0.53617276314810 −×

Unidentified

s2

121.No 20|| smG

3.67101825117510×

Unidentified

122.No 21|| smG −

1.48499999994110×

Unidentified

123.No 22|| smG −

0.6007120774710×

Unidentified

124.No 23|| smG −

0.2429999992710−×

Unidentified

125.No 24|| smG −

0.9829833996210 −×

Unidentified

126.No 25|| smG −

0.3976363639610 −×

Unidentified

s3

127.No 30|| smG

2.72249999999 11810×

Unidentified

128.No 31|| smG −

1.10130547538410×

Unidentified

129.No 32|| smG −

0.44549999995010×

Unidentified

130.No 33|| smG −

0.18021362321610×

Unidentified

131.No 34|| smG −

0.7289999991910 −×

Unidentified

132.No 35|| smG −

0.2948950195310 −×

Unidentified

s4

133.No 40|| smG

2.0190600331116110×

Unidentified

134.No 41|| smG −

0.816749999912710×

Unidentified

135.No 42|| smG −

0.33039164269310×

Unidentified

136.No 43|| smG −

0.13364999995910×

Unidentified

137.No 44|| smG −

0.54064086972410×

Unidentified

138.No 45|| smG −

0.21869999991010 −×

Unidentified

s5

139.No 50|| smG

1.4973749999920410×

Unidentified

140.No 51|| smG −

0.605718011417010×

Unidentified

141.No 52|| smG −

0.245024999913610×

Unidentified

142.No 53|| smG −

0.991174927810110×

Unidentified

143.No 54|| smG −

0.40099999996710×

Unidentified

144.No55|| smG −

0.16221248893310×

Unidentified


11

5th Table of Physical Elements (PTPE-Ⅴ) （ 145.No ～ 180.No ）

5,4,3,2,1,0=a ; 5,4,3,2,1,0=b ; || GB = ba smG −||

m0

m1 m2 m3 m4 m5

s0

145.No 00|| smG

0.8169809445510−×

Value element

|| G

146.No 01|| smG

2.01963094842910×

Unidentified

147.No 02|| smG

4.99266132816310×

Unidentified

148.No 03|| smG

1.23421891299810×

Unidentified

149.No 04|| smG

3.051070811613210×

Unidentified

150.No 05|| smG

7.542448912316610×

Unidentified

s 1−

151.No 10|| −smG

0.1101616880964710 −×

Magnetic flux density

T

152.No 11|| −smG

2.72326981531410 −×

Unidentified

153.No 12|| −smG

0.673210316142110×

Magnetic flux bW

154.No 13|| −smG

1.66422044275510×

Unidentified

155.No 14|| −smG

4.11406304318910×

Unidentified

156.No 15|| −smG

1.017023603812410×

Unidentified

s 2−

157.No 20|| −smG

1.485419899279110 −×

Charge density

3−Cm

158.No 21|| −smG

0.36720562695610 −×

Strength of electric field

1−Vm

159.No 22|| −smG

0.907756605112210−×

Voltage V

160.No 23|| −smG

0.224403438711310×

Electric quantity

C

161.No 24|| −smG

5.54740147564610×

Unidentified

162.No 25|| −smG

1.37135434778110×

Unidentified

s 3−

163.No 30|| −smG

2.002939783513410 −×

Unidentified

164.No 31|| −smG

4.95139966410010 −×

Density of electric current

2−Am

165.No 32|| −smG

0.122401875666410 −×

Strength of magnetic field

1−Am

166.No 33|| −smG

0.302585535033010−×

Strength of electric current

A

167.No 34|| −smG

7.4801146238310×

Unidentified

168.No 35|| −smG

0.184913382523910×

Magnetic moment

1−JT

s 4−

169.No 40|| −smG

2.700763453217710 −×

Unidentified

170.No 41|| −smG

6.67646594514310 −×

Unidentified

171.No 42|| −smG

1.65046655410810 −×

Unidentified

172.No 43|| −smG

4.0800625227410 −×

Unidentified

173.No 44|| −smG

1.0086184503910 −×

Unidentified

174.No 45|| −smG

2.4933715412510 −×

Unidentified

s 5−

175.No 50|| −smG

3.641708697422010 −×

Unidentified

176.No 51|| −smG

9.00254484418610 −×

Unidentified

177.No 52|| −smG

2.22548864815110 −×

Unidentified

178.No 53|| −smG

5.50155518211710 −×

Unidentified

179.No 54|| −smG

1.3600208408210 −×

Unidentified

180.No 55|| −smG

3.3620615004810 −×

Unidentified


12

6th Table of Physical Elements（PTPE-Ⅵ）（ 181.No ～ 216.No ）

5,4,3,2,1,0 −−−−−=a ; 5,4,3,2,1,0=b ; || GB =

ba smG −|| m

0 m 1− m 2− m 3− m 4− m 5−

s0

181.No 00|| smG

0.8169809445

Value element

0.3304850642

Unidentified

0.1336877909

Unidentified

0.540793741

Unidentified

0.218761839

Unidentified

0.884935213

Unidentified

0.110161688096

4710 −× Magnetic flux

density

0.4456259697

Unidentified

0.180264580

Unidentified

0.729206132

Unidentified

0.294978404

Unidentified

0.119324639

Unidentified

1.48541989927

Charge density

0.600881935

Unidentified

0.243068710

Unidentified

0.983261348

Unidentified

0.397748799

Unidentified

0.160897311

Unidentified

2.0029397835

Unidentified

0.810229035

Unidentified

0.327753782

Unidentified

0.132582933

Unidentified

0.536324371

Unidentified

0.216953890

Unidentified

2.7007634532

Unidentified

1.092512609

Unidentified

0.441943110

Unidentified

0.178774790

Unidentified

0.723179635

Unidentified

0.292540566

Unidentified

3.6417086974

Unidentified

1.473143701

Unidentified

0.595915968

Unidentified

0.241059878

Unidentified

0.975135221

Unidentified

0.394461619

Unidentified

510−×

|| G

182.No01|| smG −

3910 −×

183.No02|| smG −

7310 −×

184.No03|| smG −

10810 −×

185.No04|| smG −

14210 −×

186.No05|| smG −

17710 −×

s 1−

187.No10|| −smG

T

188.No11|| −− smG

8210 −×

189.No12|| −− smG

11610 −×

190.No13|| −− smG

15110 −×

191.No14|| −− smG

18510 −×

192.No15|| −− smG

21910 −×

s 2−193.No

20|| −smG

9110−×

3−Cm

194.No21|| −− smG

12510 −×

195.No22|| −− smG

15910 −×

196.No23|| −− smG

19410 −×

197.No24|| −− smG

22810 −×

198.No25|| −− smG

26210 −×

s 3−199.No

30|| −smG

13410 −×

200.No31|| −− smG

16810 −×

201.No32|| −− smG

20210 −×

202.No33|| −− smG

23610 −×

203.No34|| −− smG

27110 −×

204.No35|| −− smG

30410 −×

s 4−205.No

40|| −smG

17710 −×

206.No41|| −− smG

21110 −×

207.No42|| −− smG

24510 −×

208.No43|| −− smG

27910 −×

209.No44|| −− smG

31410 −×

210.No45|| −− smG

34810 −×

s 5−211.No

50|| −smG

22010 −×

212.No51|| −− smG

25410 −×

213.No52|| −− smG

28810 −×

214.No53|| −− smG

32210 −×

215.No54|| −− smG

35710 −×

216.No55|| −− smG

39110 −×


13

7th Table of Physical Elements（PTPE-Ⅶ）（～）

; ;

217.No

0.8169809445

Value element

218.No

2.0196309484

Unidentified

219.No

4.99266132810

Unidentified

220.No

1.2342189129

Unidentified

221.No

3.0510708116

Unidentified

222.No

7.5424489123

Unidentified

223.No

0.60588928453

Unidentified

223.No

3.7026567388

Unidentified

225.No

9.1532124348

Unidentified

226.No

2.2627346737

Unidentified

227.No

5.5936298213

Unidentified

228.No

1.3827823006

Unidentified

229.No

0.44933951952

Unidentified

230.No

1.1107970216

Unidentified

231.No

2.7459637304

Unidentified

232.No

6.7882040211

Unidentified

233.No

1.6780889463

Unidentified

234.No

4.1483469018

Unidentified

235.No

0.3332391064

Unidentified

236.No

0.823789119

Unidentified

237.No

2.0364612063

Unidentified

238.No

5.0342668391

Unidentified

239.No

1.2445040705

Unidentified

240.No

3.0764964017

Unidentified

241.No

0.24713673574

Unidentified

242.No

0.610938361

Unidentified

243.No

1.510280051

Unidentified

244.No

3.733512211

Unidentified

245.No

9.229489205

Unidentified

246.No

2.2815907959

Unidentified

247.No

0.1832815085

Unidentified

248.No

0.453084015

Unidentified

249.No

1.120053663

Unidentified

250.No

2.768846761

Unidentified

251.No

6.844772387

Unidentified

252.No

1.692073020

Unidentified

217.No 252.No

5,4,3,2,1,0=a 5,4,3,2,1,0 −−−−−=b || GB =

ba smG −|| m0 m1 m2 m3 m4 m5

s000|| smG

510 −×

|| G

01|| smG

2910×

02|| smG

6310×

03|| smG

9810×

04|| smG

13210×

05|| smG

16610×

s110|| smG

3810×

11|| smG

7210×

12|| smG

10610×

13|| smG

14110×

14|| smG

17510×

15|| smG

21010×

s220|| smG

8110×

21|| smG

11510×

22|| smG

14910×

23|| smG

18310×

24|| smG

21810×

25|| smG

25210×

s330|| smG

12910×

31|| smG

16310×

32|| −smG

19710×

33|| −smG

23110×

34|| −smG

26610×

35|| −smG

30010×

s440|| smG

17210×

41|| smG

20610×

42|| smG

24010×

43|| smG

27410×

44|| smG

30810×

45|| smG

34310×

s5 50|| smG21510×

51|| smG

24910×

52|| smG

28310×

53|| smG

31710×

54|| smG

35110×

55|| smG

38610×


14

8th Table of Physical Elements（PTPE-Ⅷ）（～）

; ;

0.81698094459

Value element

0.33048506429

Unidentified

0.1336877909

Unidentified

0.540793741

Unidentified

0.218761839

Unidentified

0.884935213

Unidentified

0.6058892845

Unidentified

0.24509428337

Unidentified

0.991455192

Unidentified

0.401063372

Unidentified

0.162238122

Unidentified

0.656285519

Unidentified

0.4493395195

Unidentified

0.1817667853

Unidentified

0.735282850

Unidentified

0.297436557

Unidentified

0.120319011

Unidentified

0.486714367

Unidentified

0.3332391064

Unidentified

0.1348018558

Unidentified

0.545300356

Unidentified

0.220584855

Unidentified

0.8923096735

Unidentified

0.360957035

Unidentified

0.247136735

Unidentified

0.9997173194

Unidentified

0.404405567

Unidentified

0.163590106

Unidentified

0.661754565

Unidentified

0.267692902

Unidentified

0.183281508

Unidentified

0.7414102072

Unidentified

0.299915195

Unidentified

0.121321670

Unidentified

0.490770320

Unidentified

0.198526369

Unidentified

253.No 288.No

5,4,3,2,1,0 −−−−−=a 5,4,3,2,1,0 −−−−−=b || GB =

ba smG −|| m0 m 1− m 2− m 3− m 4− m 5−

s0

253.No00|| smG

510−×

|| G

254.No01|| smG −

3910 −×

255.No02|| smG −

7310 −×

256.No03|| smG −

10810 −×

257.No04|| smG −

14210 −×

258.No05|| smG −

17710 −×

s1259.No

10|| smG

3810×

260.No11|| smG −

410×

261.No12|| smG −

3110−×

262.No13|| smG −

6510 −

263.No14|| smG −

9910 −×

264.No15|| smG −

13410 −×

s2265.No

20|| smG

8110×

266.No21|| smG −

4710×

267.No22|| smG −

1210×

268.No23|| smG −

2310 −×

269.No24|| smG −

5710 −×

270.No25|| smG −

9210 −×

s3271.No

30|| smG

12910×

272.No31|| smG −

9510×

273.No32|| smG −

6010×

274.No33|| smG −

2610×

275.No34|| smG −

910−×

276.No35|| smG −

4310 −×

s4277.No

40|| smG

17210×

278.No41|| smG −

13710×

279.No42|| smG −

10410×

280.No43|| smG −

7010×

281.No44|| smG −

3510×

282.No45|| smG −

110×

s5283.No

50|| smG

21510×

284.No51|| smG −

18010×

285.No52|| smG −

14610×

286.No53|| smG −

11210×

287.No54|| smG −

7710×

288.No55|| smG −

4310×


15

9th Table of Physical Elements（PTPE-Ⅸ）（～）

; ;

1.000000000

Vaule element

2.47206616

Space of one

dimension

6.11111111

Space of two dimensions

1.5107070992

Space of three

dimensions

3.7345679012

Space of four dimensions

9.2320989396

Space of five dimensions

1.3483997249

Time of minus

one dimension

0.3333333333

Velosity

0.8240220541

Kinematics

viscosity

2.0370370370

Flux

5.0356903307

Unidentified

1.2448559670

Unidentified

1.81818181818

Time of minus

two dimensions

0.44946657497

5110 −× Acceleration

1.1111111111

Specific energy

2.7467401804

Unidentified

6.7901234567

Unidentified

1.6785634435

Unidentified

2.4516358635

Time of minus

three dimensions

6.0606060606

Unidentified

1.4982219165

Absorb dose

3.703703703

Unidentified

9.1558006013

Unidentified

2.2633744855

Unidentified

3.3057851239

Time of minus four dimensions

8.172119545

Unidentified

2.020202020

Unidentified

4.994073055

Unidentified

1.234567901

Unidentified

3.0519335337

Unidentified

4.4575197518

Time of minus five dimensions

1.10192837

Unidentified

2.724039848

Unidentified

6.73400673

Unidentified

1.417484402

Unidentified

3.504115226

Unidentified

289.No 324.No5,4,3,2,1,0=a 5,4,3,2,1,0=b 1=B

ba sm − m0 m1 m2 m3 m4 m5

s0289.No

00 sm

010×

1

290.No01sm

3410×

m

291.No02 sm

6810×

2m

292.No03sm

10310×

3m

293.No04 sm

13710×

4m

294.No05 sm

17110×

5m

s 1−

295.No10 −sm

4310 −×

1−s

296.No11 −sm

810 −×

1−ms

297.No12 −sm

2610×

12 −sm

298.No13 −sm

6010×

13 −sm

299.No14 −sm

9410×

300.No15 −sm

12910×

s 2−

301.No20 −sm

8610 −×

2−s

302.No21 −sm

2−ms

303.No22 −sm

1710 −×

1−Jkg

304.No23 −sm

1710×

305.No24 −sm

5110×

306.No25 −sm

8610×

s 3−

307.No30 −sm

12910 −×

3−s

308.No31 −sm

9510 −×

309.No32 −sm

6010 −×

1−⋅ sGy

310.No33 −sm

2610−×

311.No34 −sm

810×

312.No35 −sm

4310×

s 4−

313.No40 −sm

17210 −×

4−s

314.No41 −sm

13810 −×

315.No42 −sm

10310 −×

316.No43 −sm

6910−×

317.No44 −sm

3410 −×

318.No45 −sm

010×

s 5−319.No

50 −sm

21510 −×

5−s

320.No51 −sm

18010 −×

321.No52 −sm

14610 −×

322.No53 −sm

11210−×

323.No54 −sm

7710 −×

324.No55 −sm

4410 −×


16

10th Table of Physical Elements（PTPE-Ⅹ）（～）

; ;

1.0000000000

Value element

0.40451991

Space of mimusone dimension

0.1636363636

Space of mimustwo dimensions

0.661941683

Space of mimus

three dimensions

0.267768595

Space of mimus four dimensions

0.108317729

Space of mimusfive dimensions

1.3483997249

Frequency

0.5454545454

Unidentified

0.220647227

Unidentified

0.892561983

Unidentified

0.361059099

Unidentified

0.146055597

Unidentified

1.8181818181

Time of minus two dimensions

0.735490759

Unidentified

0.297520661

Unidentified

0.120353033

Unidentified

0.486851990

Unidentified

0.196941327

Unidentified

2.4516358635

Time of minus

three dimensions

0.991735537

Unidentified

0.401176777

Unidentified

0.162283996

Unidentified

0.656471090

Unidentified

0.265555631

Unidentified

3.3057851239

Time of minus

four dimensions

1.337255925

Unidentified

0.540946656

Unidentified

0.218823696

Unidentified

0.885185438

Unidentified

0.358075140

Unidentified

4.4575197518

Time of minus five dimensions

1.803155522

Unidentified

0.729412323

Unidentified

0.295061812

Unidentified

0.119358380

Unidentified

0.482828420

Unidentified

325.No 360.No5,4,3,2,1,0 −−−−−=a 5,4,3,2,1,0=b 1=B

ba sm − m0 m 1− m 2− m 3− m 4− m 5−

s0325.No

00 sm

010×

1

326.No01sm −

3410 −×

1−m

327.No02 sm −

6810 −×

2−m

328.No03 sm −

10310 −×

3−m

329.No04 sm −

13710 −×

4−m

330.No05 sm −

17110 −×

5−m

s 1−331.No

10 −sm

4310 −×

Hz

332.No11 −− sm

7710 −×

333.No12 −− sm

11110 −×

334.No13 −− sm

14610 −×

335.No14 −− sm

18010 −×

336.No15 −− sm

21410 −×

s 2−

337.No20 −sm

8610−×

2−s

338.No21 −− sm

12010 −×

339.No22 −− sm

15410 −×

340.No23 −− sm

18810−×

341.No24 −− sm

22310 −×

342.No25 −− sm

25710 −×

s 3−

343.No30 −sm

12910 −×

3−s

344.No31 −− sm

16310 −×

345.No32 −− sm

19710 −×

346.No33 −− sm

23110−×

347.No34 −− sm

26610 −×

348.No35 −− sm

30010 −×

s 4−

349.No40 −sm

17210 −×

4−s

350.No41 −− sm

20610 −×

351.No42 −− sm

24010 −×

352.No43 −− sm

27410−×

353.No44 −− sm

30910 −×

354.No45 −− sm

34310 −×

s 5−355.No

50 −sm

21510 −×

5−s

356.No51 −− sm

24910 −×

357.No52 −− sm

28310 −×

358.No53 −− sm

31710−×

359.No54 −− sm

35110−×

360.No55 −− sm

38610 −×


17

11th Table of Physical Elements（PTPE-Ⅺ）（～）

; ;

1.000000000

Value element

2.47206616

Capacitance

6.11111111


1.5107070992

Space of three

dimensions

3.7345679012


9.2320989396


0.741619848709

Time of one dimension

1.8333333333

Unidentified

4.5321212976

Unidentified

1.1203703703

Unidentified

2.7696296819

Unidentified

6.8467078189

Unidentified

0.550000000000

Time of two dimensions

1.3596363893

Unidentified

3.36111111111

Unidentified

8.3088890457

Unidentified

2.0540123456

Unidentified

5.077654416

Unidentified

0.40789091679

Time of three dimensions

1.0083333333

Unidentified

2.4926667137

Unidentified

6.1620370370

Unidentified

1.5232963250

Unidentified

3.765689300

Unidentified

0.30249999999

Time of four dimensions

0.7478000141

Unidentified

1.8486111111

Unidentified

4.5698889751

Unidentified

1.1297067901

Unidentified

2.7927099292

Unidentified

0.22434000423

Time of five dimesnsions

0.5545833333

Unidentified

1.3709666925

Unidentified

3.3891203703

Unidentified

8.3781297877

Unidentified

2.0711291152

Unidentified

361.No 396.No5,4,3,2,1,0=a 5,4,3,2,1,0 −−−−−=b 1=B

ba sm − m0 m1 m2 m3 m4 m5

s0361.No

00 sm

010×

1

362.No01sm

3410×

F

363.No02 sm

6810×

2m

364.No03sm

10310×

3m

365.No04 sm

13710×

4m

366.No05 sm

17110×

5m

s1

367.No10 sm

4310×

1s

368.No11sm

7710×

369.No12 sm

11110×

370.No13 sm

14610×

371.No14 sm

18010×

372.No15 sm

21410×

s2

373.No20 sm

8610×

2s

374.No21sm

12010×

375.No22 sm

15410×

376.No23sm

18810×

377.No24 sm

22310×

378.No25 sm

25710×

s3

379.No30 sm

12910×

3s

380.No31sm

16310×

381.No32 sm

19710×

382.No33sm

23110×

383.No34 sm

26610×

384.No35 sm

30010×

s4

385.No40 sm

17210×

4s

386.No41sm

20610×

387.No42 sm

24010×

388.No43sm

27410×

389.No44 sm

30910×

390.No45 sm

34310×

s5391.No

50 sm

21510×

5s

392.No51sm

24910×

393.No52 sm

28310×

394.No53 sm

31710×

395.No54 sm

35110×

396.No55 sm

38610×


18

12th Table of Physical Elements (PTPE-Ⅻ）（～）

; ;

1.000000000

Value element

0.40451991

Number of

waves

399.No 02 sm −

0.16363636366810 −×

Space of mimus two dimensions

2−m

.0.66194168

Space of mimusthree imensions

0.267768595

Space of mimus four dimensions

0.108317729

Space of mimus five dimensions

0.74161984870

Time of one dimension

2.9999999999

Electric

resistance

1.2135597524

Unidentified

0.490909090

Unidentified

0.198582504

Unidentified

0.803305785

Unidentified

0.55000000000

0 Time of two dimensions

0.2224859546

Inductiance

8.99999999999

Permeability

3.640679257

Unidentified

1.472727272

Unidentified

0.595747514

Unidentified

0.40789091679

Time of three dimensions

1.6499999999

Unidentified

0.66745786383

Unidentified

0.2699999999

Unidentified

0.109220377

Unidentified

0.441818181

Unidentified

0.30249999999

Time of four dimensions

0.1223672750

Unidentified

0.4949999999

Unidentified

0.2002373591

Unidentified

0.8099999999

Unidentified

0.3276611331

Unidentified

0.22434000423

Time of five

dimesnsions

0.9074999999

Unidentified

0.3671018251

Unidentified

0.1484999999

Unidentified

0.6007120774

Unidentified

0.2429999999

Unidentified

397.No 432.No5,4,3,2,1,0 −−−−−=a 5,4,3,2,1,0 −−−−−=b 1=B

ba sm − m0 m 1− m 2− m 3− m 4− m 5−

s0397.No

00 sm

010×

1

398.No01sm −

3410 −×

1−λ

400.No03 sm −

10310 −×

3−m

401.No04 sm −

13710 −×

4−m

402.No05 sm −

17110 −×

5−m

s1

403.No10 sm

4310×

s

404.No11sm −

810×

Ω

405.No12 sm −

2610 −×

406.No13 sm −

6010 −×

407.No14 sm −

9410 −×

408.No15 sm −

12910 −×

s2

409.No20 sm

8610×

2s

410.No21sm −

5210×

H

411.No22 sm −

1610×

22 sm −

412.No23 sm −

1810 −×

413.No24 sm −

5210 −×

414.No25 sm −

8610 −×

s3

415.No30 sm

12910×

3s

416.No31sm −

9410×

417.No32 sm −

6010×

418.No33sm −

2610×

419.No34 sm −

810 −×

420.No35 sm −

4310 −×

s4

421.No40 sm

17210×

4s

422.No41sm −

13810×

423.No42 sm −

10310×

424.No43sm −

6910×

425.No44 sm −

3410×

426.No45 sm −

010×

s5427.No

50 sm

21510×

5s

428.No51sm −

18010×

429.No52 sm −

14610×

430.No53sm −

11210×

431.No54 sm −

7710×

432.No55 sm −

4310×


19

13th Table of Physical Elements（PTPE-ⅩⅢ）（～）

ba smG −||

Value element

0.724405343545

Entropy

1.80442785574

mol conductivity

Unidentified

Unidentified

Unidentified

Unidentified

0.395130187388

Heat conductivity

1.3483997249

Radioactivity

1.204379562043

mol entropy

2.511666666666

mol volume

0.398142003981

mol density

6.01475951913

Unidentified

Unidentified

Unidentified

0.99173553Unit information

0.824022054121

)( 21 ±± sBmSTVUnidentified

0.3951301873

Specific entropy

Unidentified

Unidentified

Unidentified

433No 468No5,4,3,2,1,0 ±±±±±=a 5,4,3,2,1,0 ±±±±±=b

m0 m 1± m 2± m 3± m 4± m 5±

s0

433.No00 sBm

|| GB ≥

1434. −No01

1

23

||10||

smGa

NA−

−×

2310×

S2434. −No

ma 1−

3210×

2311 Asmolkg −−

435.No02 sBm ±

)( 02sBmSTV ±

436.No03 sBm ±

)( 03sBmSTV ±

437.No04 sBm ±

)( 04 sBmSTV ±

438.No05 sBm±

)( 05sBmSTV ±

s 1±

1439. −No10

1

23

||10|| −−

−×smG

aNA

5410 −×

11 −− KWm

2439. −No10 −sm

4310 −×

Bq

1440. −No1123 ||10|| smGNA

−−×

110 −×

11 −− molJK2440. −No111 sma −

7910×

13 −molm3440. −No11 =− sam

7910 −×

3−⋅mmol

441.No12 −sam

2310×mol

442.No13 ±± sBm

)( 13 ±± sBmSTV

443.No14 ±± sBm

)( 14 ±± sBmSTV

444.No15 ±± sBm

)( 15 ±± sBmSTV

s 2±1445. −No

21,||

−−iiG sM

9310 −×

2445. −No21|| sG −

9610×

446.No21 ±± sBm

447.No222310|| smNa A

−−×

1610×

JKkg 11 −−

448.No23 ±± sBm

)( 23 ±± sBmSTV

449.No24 ±± sBm

)( 24 ±± sBmSTV

450.No25 ±± sBm

)( 25 ±± sBmSTV


20

Specific volume

Unidentified

Unidentified

Unidentified

3.38673064244

Mol energy

34 ±± sBm

)( 34 ±± sBmSTV Unidentified

35 ±± sBm

)( 35 ±± sBmSTVUnidentified

Unidentified

Unidentified

Unidentified

Unidentified

2.812012715238

Thermodynamic

temperature

Unidentified

Unidentified

Unidentified

Unidentified

Unidentified

Unidentified

Unidentified

Section Four

Ramification and Role in Physics of PTPE PTPE can make us get outlook in general over all of physical elements existed and to

exist in nature, provides a new way so convenient to comb relations of physical elements

in between, and is much helpful for us to discover new physical elements and new

relations among physical elements as well. All in all, PTPE serves as a guideline for

people to fully get acknowledge about physical elements and relations in between.

Roles PTPE played in physics at least give expression to following aspects.

1, Be conductive to discover new physical elements by similarity in STC

For instance, No.16 element 23|| −smG and No.160 element 23|| −smG are same in

term of dimensional spaces and dimensional times, difference in between is only

coefficient, these two elements have similarity in STC. While mass element and electric

quantity element has similar role in mechanics and eletromagnetics respectively.

Another example, No.24 element 35|| −smG and No.168 element 35|| −smG are

same in term of dimensional spaces and dimensional times, difference in between is only

coefficient, these two elements have similarity in STC. While angular moment element

13 −kgm

s 3±451.No

30 ±sBm)( 30 ±sBmSTV

452.No31 ±± sBm

)( 31 ±± sBmSTV

453.No32 ±± sBm

)( 32 ±± sBmSTV

454.No331 || −− smGa

3410 −×

1−⋅molJ

455.No 456.No

s 4±457.No


458.No41 ±± sBm

)( 41 ±± sBmSTV

459.No42 ±± sBm

)( 42 ±± sBmSTV

460.No43 ±± sBm

)( 43 ±± sBmSTV

461.No44

23

1

10||−

−

−

×sm

Na

A

3310 −×

K

462.No45 ±± sBm

)( 45 ±± sBmSTV

s 5±463.No


464.No51 ±± sBm

)( 51 ±± sBmSTV

465.No52 ±± sBm

)( 52 ±± sBmSTV

466.No53 ±± sBm

)( 53 ±± sBmSTV

467.No254 ±± sBm

)( 254 ±± sBmSTV

468.No55 ±± sBm

)( 55 ±± sBmSTV


21

and magnetic moment element has similar role in mechanics and eletromagnetics

respectively.

So we can make use of such kind of similarity in STC to comprehend and speculate

over unknown elements, therefore to discover new physical elements in this way.

For instance, by physical meaning of No.30 element of energy 45|| −smG , we can

speculate that of No.174 unknown element 45|| −smG in eletromagnetics.

Another example, by physical meaning of No.159 element of voltage 22|| −smG , we

can speculate that of No.15 unknown element 22|| −smG in mechanics or in radiometry.

2, Be much easier to make clear about relations between physical elements known

For instance , by some of contents in 1st and 5th table of physical elements as below,

, 23.No 34|| −smG

0.0611111111010−×

Momentum

1−kgms

24.No 35|| −smG

0.1510707093410×

Angular moment12 −skgm

158.No 21|| −smG

0.367205626985610 −×

Strength of electric field

1−Vm

159.No 22|| −smG

0.907756605112210 −×

Voltage V

160.No 23|| −smG

0.224403438711310×

Electric quantity

C

29.No 44|| −smG

0.8240220544410 −×

Force N

30.No 45|| −smG

2.037037031010 −×

Energy J

164.No 31|| −smG

4.95139966410010 −×


2−Am

165.No 32|| −smG

0.122401875666410 −×


1−Am

166.No 33|| −smG

0.302585535033010−×


A 35.No

54|| −smG 1.1111111111

8710 −× Spectural power

λeΦ

36.No 55|| −smG

0.2746740185210 −×

Power W

and by knownledge in physics related , it is well known that No.23 element of energy

interacts with one dimensional space to produces No.24 element of angular moment.

Time rage of No.30 element of energy produces No.30 element of power . Time rage of

No.24 element of momentum produces No.36 element of energy. Time rage of No.160

element of electric quantity produces No.166 element of electric current strength.

So it is much easier to make clear about relations for some physical elements known,


22

such as , Time rage of No.158 element of electric field strength produces No.164 element

of density of electric current. Time rage of No.159 element of voltage produces No.165

element of magnetic field strength.

3, Be helpful to comprehend over unknown elements

For instance , by following content of 5th table of physical elements ,

164.No 31|| −smG

4.95139966410010 −×


2−Am

165.No 32|| −smG

0.122401875666410 −×


1−Am

166.No 33|| −smG

0.302585535033010−×


A

167.No 34|| −smG

7.4801146238310×

Unidentified

168.No 35|| −smG

0.184913382523910×

Magnetic moment

1−JT 170.No

41|| −smG

6.67646594514310 −×

Unidentified

171.No 42|| −smG

1.65046655410810 −×

Unidentified

172.No 43|| −smG

4.0800625227410 −×

Unidentified

173.No 44|| −smG

1.0086184503910 −×

Unidentified

174.No 45|| −smG

2.4933715412510 −×

Unidentified

We can speculate that

Time rate of No.164 density of electric current produces No.170 unknown element.

Time rate of No.165 strength of magnetic field produces No.171 unknown element.

Time rate of No.166 electric current strength produces No.172 unknown element.

Time rate of No.168 magnetic moment element produces No.174 unknown element.

4, Speculation to physical interaction of No.362 physical element

No.362 element situated in 11th table has double characteristics with same STC , one is

physically represents an unit of one dimensional space, another physically represents an

unit of capacitance,

1.000000000

Value element

2.47206616

Capacitance

6.11111111


1.5107070992

Space of three

dimensions

3.7345679012


9.2320989396


By this nature of No.362 element, we can speculate about nature of some physical elements unknown . For instance, by following contents in 5th table of physical elements,

361.No00 sm

010×

1

362.No01sm

3410×

F

363.No02 sm

6810×

2m

364.No03sm

10310×

3m

365.No04 sm

13710×

4m

366.No05 sm

17110×

5m


23

151.No 10|| −smG

0.1101616880964710 −×

Magnetic induction

T

152.No 11|| −smG

2.72326981531410 −×

Unidentified

153.No 12|| −smG

0.673210316142110×

Magnetic flux bW

154.No 13|| −smG

1.66422044275510×

Unidentified

155.No 14|| −smG

4.11406304318910×

Unidentified

156.No 15|| −smG

1.017023603812410×

Unidentified

157.No 20|| −smG

1.485419899279110−×

Charge density

3−Cm

158.No 21|| −smG

0.3672056269

5610 −× Strength of

electric field 1−Vm

159.No 22|| −smG

0.907756605112210 −×

Voltage V

160.No 23|| −smG

0.224403438711310×

Electric quantity

C

161.No 24|| −smG

5.54740147564610×

Unidentified

162.No 25|| −smG

1.37135434778110×

Unidentified

it is reasonable to speculate that No.362 element of capacitance interacts with No.151 element of magnetic inductance to produce No.152 element unknown. No.362 element of capacitance interacts

with No.153 element of magnetic flux to produce No.154 element unknown. No.362 element of

capacitance interacts with No.160 element of electric quantity to produce No.161 element unknown.

Such kind of speculation can justify if following relationship can be verified by physics,

No.362 element of capacitance interacts with No.157 element of charge density also to produce

No.158 element of electric field strength. No.362 element interacts with No.158 element of electric

field strength also to produce No.159 element of voltage. No.362 element interacts with No.159

element of voltage also to produce No.159 element of electric quantity.

APPENDIX Definition of Dimensional Spaces and Dimensional Times

Definition of Dimensional Spaces

To define physical elements denoted by am as a dimensional spaces, and call a as

number of dimensions of a dimensional spaces. m said unit of length, 5,4,3,2,1=a .

Meaning in physics: Dimensional spaces are elementary elements to compose all of

other physical elements together with dimensional times.

Definition of Dimensional Times

To define physical elements denoted by bs as b dimensional spaces, and call b as

number of dimensions of b dimensional times. s said unit of time, 5,4,3,2,1=b .

Meaning in physics: Dimensional times are elementary elements to compose all of

other physical elements together with dimensional spaces.

REFERENCE

Directionary of Physics , Longdao Xu , Beijing , 2004,5 , Science Press

period table of physical elements - vixravixra.org/pdf/1505.0063v1.pdfphysical elements ,...

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