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Articles and Publication  Mathematics, calculation, statistic CALCULATION OF FUNDAMENTAL CONSTANTS: NEW ACCURATY VALUES OF CONSTANTS.
CALCULATION OF
FUNDAMENTAL CONSTANTS: NEW ACCURATY VALUES OF CONSTANTS.
© Dr. Nikolay
Kosinov
E-mail: kosinov@unitron.com.ua
New calculated values of important fundamental
physical constants are shown below. They are received on the base of only four
experimental constants c, h, α, R8 and Number π:
- Speed of light in a vacuum c (c=2,99
792 458 •108 ms-1 )
- Planck constant h (h=6,626 06876(52)
•10-34 Js)
- Fine-structure constant α (α
=7,297352533(27) •10-3 )
- Rydberg constant R8, (R8,=10
973 731,568549(83) m-1 )
- Number π (π
=3,14159265358979… )
Values of constants c, h, α, R8
are taken out from the list CODATA 1998. They are the most modern achievements
in physics.
To get other fundamental physical constants (including
Newtonian constant of gravitation (G), Hubble constant (H) and other) we don’t
need more then five constants, only c, h, α, R8,
π ..
For example:
1. Calculated value of the Newtonian constant of
gravitation G has 9 digits:
G =
6,67286742(94) • 10-11 m3 kg-1 s-2.
CODATA recommended value of the Newtonian
constant of gravitation G (1998) has only 4 digits:
G =
6,673(10) •10-11 m3 kg-1 s-2.
2. Calculated value of the electron mass me
equal:
me =
9,10938186(85) •10-31 kg.
CODATA recommended value of the electron mass
(1998) equal:
me =
9,10938188(72) •10-31 kg.
3. Calculated value of the Planck length lpl
equal:
l pl
= 1,616081388(51) •10-35 m.
CODATA recommended value of the Planck length
(1998) equal:
l pl
= 1,6160(12) •10-35 m.
4. Calculated value of the Planck mass mpl
equal:
m pl
= 2,17666772(25) •10-8 kg.
CODATA recommended value of the Planck mass
(1998) equal:
m pl
= 2,1767(16) •10-8 kg.
5. Calculated value of the Planck time tpl
equal:
t pl
= 5,39066726(17) •10-44 s.
6. Calculated value of the deuteron-electron mass
ratio md/me equal:
md /me
= 3670.47802(55).
7. Calculated value of the Hartree energy: Eh=
4,35974381(54) •10-18 J.
CODATA recommended value of the Hartree energy
(1998) equal: Eh= 4,35974381(34) •10-18 J.
8. Calculated value of the Bohr magneton: μB
= 9,27400899(55) •10-24 JT-1.
CODATA recommended value of the Bohr magneton
(1998): μB = 9,27400899(37) •10-24 JT-1.
9. Calculated value of the magnetic flux quantum:
Φo= 2,067833636(91) •10-15 Wb.
CODATA recommended value of the magnetic flux
quantum: Φo = 2,067833636(81) •10-15 Wb.
10. Calculated value of the Hubble parameter:
H= 1,749531663(89) •10-18 s-1.
11. Calculated value of the temperature in atomic
nucleus: Tu= 5,929889(21) •109 K.
12. Calculated value of the elementary charge e
equal: e = 1,602176462(67)•10-19 C .
CODATA recommended value of the elementary charge
e (1998) equal:e = 1,602176462(63)•10-19 C.
Values of constants G, mpl, lpl, tpl,
got by calculation, instead of 4 -5 digits have 9 - 10 digits.
They are more exact then recommended fundamental
physical constants by CODATA 1998.
Other constants have been received by calculation,
for example Eh, μB, me, e, Ôo
are also extremely exact. They are equal in all digits with recommended values
of CODATA 1998.
Calculated values of important fundamental
constants and recommended values of the same constants (CODATA 1998) are shown
in table:
|
Name |
Symbol |
Value (CODATA 1998) |
Calculated value
|
|
Newtonian constant of gravitation |
G |
6,673(10) •10-11 m3
kg-1 s-2 |
6,67286742(94)•10-11 m3kg-1
s-2 |
|
Planck mass |
mol |
2,1767(16) •10-8 kg |
2,17666772(25)•10-8 kg |
|
Planck length |
lpl |
1,6160(12) •10-35 m |
1,616081388(51)•10-35 m |
|
Planck time |
tpl |
5,3906(40) •10-44 s |
5,39066726(17)•10-44 s |
|
Electron mass |
me |
9,10938188(72)•10-31 kg |
9,10938186(85)•10-31 kg |
|
Elementary charge |
e |
1,602176462(63)•10-19 C |
1,602176462(67)•10-19 C |
|
Compton wavelength |
λC |
2,426310215(18)•10-12 m |
2,426310215(44)•10-12 m |
|
Hartree energy |
Eh |
4,35974381(34)•10-18 J |
4,35974381(54)•10-18 J |
|
Bohr magneton |
μB |
9,27400899(37)•10-24 J/T |
9,27400899(55)•10-24 J/T |
|
Magnetic flux quantum |
Ôo |
2,067833636(81)•10-15 Wb |
2,067833636(91)•10-15 Wb |
|
Electron charge to mass quotient |
-e/me |
-1,758820174(71)•1011 C/kg |
-1,758820176(89)•1011 C/kg |
|
Hubble constant |
H |
-- |
53,98561(87) (km/s)/Mps |
|
Deuteron-electron mass ratio |
md/me |
3670,482955(08) |
3670,47802(55) |
Calculation of Fundamental Constants it is
possible to find at Web site:
You could find formulas for calculation of
fundamental physical constants in Website:
Publishing date: August 29, 2001
Source: SciTecLibrary.ru
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