List of physical constants

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Template:Short description

The constants listed here are known values of physical constants expressed in SI units; that is, physical quantities that are generally believed to be universal in nature and thus are independent of the unit system in which they are measured. Many of these are redundant, in the sense that they obey a known relationship with other physical constants and can be determined from them.

Table of physical constants

Symbol Quantity ValueTemplate:EfnTemplate:Efn RelativeTemplate:BrstandardTemplate:Bruncertainty RefTemplate:Refn
c speed of light in vacuum Template:Physconst Template:Physconst Template:Physconst
h Planck constant Template:Physconst Template:Physconst Template:Physconst
=h/2π reduced Planck constant Template:Physconst Template:Physconst Template:Physconst
k,kB Boltzmann constant Template:Physconst Template:Physconst Template:Physconst
G Newtonian constant of gravitation Template:Physconst Template:Physconst Template:Physconst
Λ cosmological constant Template:ValTemplate:Px2Template:EfnTemplate:BrTemplate:ValTemplate:Px2Template:Efn Template:ValTemplate:BrTemplate:Val [1]Template:Br[2]
σ=π2kB4/603c2 Stefan–Boltzmann constant Template:Physconst Template:Physconst Template:Physconst
c1=2πhc2 first radiation constant Template:Physconst Template:Physconst Template:Physconst
c1L=2hc2/sr first radiation constant for spectral radiance Template:Physconst Template:Physconst Template:Physconst
c2=hc/kB second radiation constant Template:Physconst Template:Physconst Template:Physconst
bTemplate:Px2Template:Efn Wien wavelength displacement law constant Template:Physconst Template:Physconst Template:Physconst
bTemplate:Px2Template:Efn Wien frequency displacement law constant Template:Physconst Template:Physconst Template:Physconst
bentropy Wien entropy displacement law constant Template:Val Template:Val [3]
e elementary charge Template:Physconst Template:Physconst Template:Physconst
G0=2e2/h conductance quantum Template:Physconst Template:Physconst Template:Physconst
G01=h/2e2 inverse conductance quantum Template:Physconst Template:Physconst Template:Physconst
RK=h/e2 von Klitzing constant Template:Physconst Template:Physconst Template:Physconst
KJ=2e/h Josephson constant Template:Physconst Template:Physconst Template:Physconst
Φ0=h/2e magnetic flux quantum Template:Physconst Template:Physconst Template:Physconst
α=e2/4πε0c fine-structure constant Template:Physconst Template:Physconst Template:Physconst
α1 inverse fine-structure constant Template:Physconst Template:Physconst Template:Physconst
μ0=4πα/e2c vacuum magnetic permeability Template:Physconst Template:Physconst Template:Physconst
Z0=4πα/e2 characteristic impedance of vacuum Template:Physconst Template:Physconst Template:Physconst
ε0=e2/4παc vacuum electric permittivity Template:Physconst Template:Physconst Template:Physconst
me electron mass Template:Physconst Template:Physconst Template:Physconst
mμ muon mass Template:Physconst Template:Physconst Template:Physconst
mτ tau mass Template:Physconst Template:Physconst Template:Physconst
mp proton mass Template:Physconst Template:Physconst Template:Physconst
mn neutron mass Template:Physconst Template:Physconst Template:Physconst
mp/me proton-to-electron mass ratio Template:Physconst Template:Physconst Template:Physconst
mW/mZ W-to-Z mass ratio Template:Physconst Template:Physconst Template:Physconst
sin2θW =1(mW/mZ)2 sine-square weak mixing angle Template:PhysconstTemplate:Px2Template:EfnTemplate:BrTemplate:ValTemplate:Px2Template:EfnTemplate:BrTemplate:ValTemplate:Px2Template:Efn Template:PhysconstTemplate:BrTemplate:ValTemplate:BrTemplate:Val Template:PhysconstTemplate:Br[4]Template:Br[4]
ge electron g-factor Template:Physconst Template:Physconst Template:Physconst
gμ muon g-factor Template:Physconst Template:Physconst Template:Physconst
gp proton g-factor Template:Physconst Template:Physconst Template:Physconst
h/2me quantum of circulation Template:Physconst Template:Physconst Template:Physconst
μB=e/2me Bohr magneton Template:Physconst Template:Physconst Template:Physconst
μN=e/2mp nuclear magneton Template:Physconst Template:Physconst Template:Physconst
re=α/mec classical electron radius Template:Physconst Template:Physconst Template:Physconst
σe=(8π/3)re2 Thomson cross section Template:Physconst Template:Physconst Template:Physconst
a0=/αmec Bohr radius Template:Physconst Template:Physconst Template:Physconst
R=α2mec/2h Rydberg constant Template:Physconst Template:Physconst Template:Physconst
Ry=Rhc=Eh/2 Rydberg unit of energy Template:Physconst Template:Physconst Template:Physconst
Eh=α2mec2 Hartree energy Template:Physconst Template:Physconst Template:Physconst
GF/(c)3 Fermi coupling constant Template:Physconst Template:Physconst Template:Physconst
NA Avogadro constant Template:Physconst Template:Physconst Template:Physconst
R=NAkB molar gas constant Template:Val Template:Physconst Template:Physconst
F=NAe Faraday constant Template:Val Template:Physconst Template:Physconst
NAh molar Planck constant Template:Val Template:Physconst Template:Physconst
M(12C)=NAm(12C) molar mass of carbon-12 Template:Physconst Template:Physconst Template:Physconst
mu=m(12C)/12 atomic mass constant Template:Physconst Template:Physconst Template:Physconst
Mu=M(12C)/12 molar mass constant Template:Physconst Template:Physconst Template:Physconst
Vm(Si) molar volume of silicon Template:Physconst Template:Physconst Template:Physconst
ΔνCs hyperfine transition frequency of 133Cs Template:Physconst Template:Physconst Template:Physconst

Uncertainties

While the values of the physical constants are independent of the system of units in use, each uncertainty as stated reflects our lack of knowledge of the corresponding value as expressed in SI units, and is strongly dependent on how those units are defined. For example, the atomic mass constant mu is exactly known when expressed using the dalton (its value is exactly 1 Da), but the kilogram is not exactly known when using these units, the opposite of when expressing the same quantities using the kilogram.

Technical constants

Some of these constants are of a technical nature and do not give any true physical property, but they are included for convenience. Such a constant gives the correspondence ratio of a technical dimension with its corresponding underlying physical dimension. These include the Boltzmann constant kB, which gives the correspondence of the dimension temperature to the dimension of energy per degree of freedom, and the Avogadro constant NA, which gives the correspondence of the dimension of amount of substance with the dimension of count of entities (the latter formally regarded in the SI as being dimensionless). By implication, any product of powers of such constants is also such a constant, such as the molar gas constant R.

See also

Notes

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References

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