python-quantities 0.10.1-1 / usr / share / pyshared / quantities / constants / _codata.py

# THIS FILE IS AUTOMATICALLY GENERATED
# ANY CHANGES MADE HERE WILL BE LOST

physical_constants = {}

physical_constants['{220} lattice spacing of silicon'] = {'value': 192.0155762e-12, 'precision': 0.0000050e-12, 'units': 'm'}
physical_constants['alpha particle-electron mass ratio'] = {'value': 7294.2995365, 'precision': 0.0000031, 'units': ''}
physical_constants['alpha particle mass'] = {'value': 6.64465620e-27, 'precision': 0.00000033e-27, 'units': 'kg'}
physical_constants['alpha particle mass energy equivalent'] = {'value': 5.97191917e-10, 'precision': 0.00000030e-10, 'units': 'J'}
physical_constants['alpha particle mass energy equivalent in MeV'] = {'value': 3727.379109, 'precision': 0.000093, 'units': 'MeV'}
physical_constants['alpha particle mass in u'] = {'value': 4.001506179127, 'precision': 0.000000000062, 'units': 'u'}
physical_constants['alpha particle molar mass'] = {'value': 4.001506179127e-3, 'precision': 0.000000000062e-3, 'units': 'kg*mol**-1'}
physical_constants['alpha particle-proton mass ratio'] = {'value': 3.97259968951, 'precision': 0.00000000041, 'units': ''}
physical_constants['Angstrom star'] = {'value': 1.00001498e-10, 'precision': 0.00000090e-10, 'units': 'm'}
physical_constants['atomic mass constant'] = {'value': 1.660538782e-27, 'precision': 0.000000083e-27, 'units': 'kg'}
physical_constants['atomic mass constant energy equivalent'] = {'value': 1.492417830e-10, 'precision': 0.000000074e-10, 'units': 'J'}
physical_constants['atomic mass constant energy equivalent in MeV'] = {'value': 931.494028, 'precision': 0.000023, 'units': 'MeV'}
physical_constants['atomic mass unit-electron volt relationship'] = {'value': 931.494028e6, 'precision': 0.000023e6, 'units': 'eV'}
physical_constants['atomic mass unit-hartree relationship'] = {'value': 3.4231777149e7, 'precision': 0.0000000049e7, 'units': 'E_h'}
physical_constants['atomic mass unit-hertz relationship'] = {'value': 2.2523427369e23, 'precision': 0.0000000032e23, 'units': 'Hz'}
physical_constants['atomic mass unit-inverse meter relationship'] = {'value': 7.513006671e14, 'precision': 0.000000011e14, 'units': 'm**-1'}
physical_constants['atomic mass unit-joule relationship'] = {'value': 1.492417830e-10, 'precision': 0.000000074e-10, 'units': 'J'}
physical_constants['atomic mass unit-kelvin relationship'] = {'value': 1.0809527e13, 'precision': 0.0000019e13, 'units': 'K'}
physical_constants['atomic mass unit-kilogram relationship'] = {'value': 1.660538782e-27, 'precision': 0.000000083e-27, 'units': 'kg'}
physical_constants['atomic unit of 1st hyperpolarizability'] = {'value': 3.206361533e-53, 'precision': 0.000000081e-53, 'units': 'C**3*m**3*J**-2'}
physical_constants['atomic unit of 2nd hyperpolarizability'] = {'value': 6.23538095e-65, 'precision': 0.00000031e-65, 'units': 'C**4*m**4*J**-3'}
physical_constants['atomic unit of action'] = {'value': 1.054571628e-34, 'precision': 0.000000053e-34, 'units': 'J*s'}
physical_constants['atomic unit of charge'] = {'value': 1.602176487e-19, 'precision': 0.000000040e-19, 'units': 'C'}
physical_constants['atomic unit of charge density'] = {'value': 1.081202300e12, 'precision': 0.000000027e12, 'units': 'C*m**-3'}
physical_constants['atomic unit of current'] = {'value': 6.62361763e-3, 'precision': 0.00000017e-3, 'units': 'A'}
physical_constants['atomic unit of electric dipole moment'] = {'value': 8.47835281e-30, 'precision': 0.00000021e-30, 'units': 'C*m'}
physical_constants['atomic unit of electric field'] = {'value': 5.14220632e11, 'precision': 0.00000013e11, 'units': 'V*m**-1'}
physical_constants['atomic unit of electric field gradient'] = {'value': 9.71736166e21, 'precision': 0.00000024e21, 'units': 'V*m**-2'}
physical_constants['atomic unit of electric polarizability'] = {'value': 1.6487772536e-41, 'precision': 0.0000000034e-41, 'units': 'C**2*m**2*J**-1'}
physical_constants['atomic unit of electric potential'] = {'value': 27.21138386, 'precision': 0.00000068, 'units': 'V'}
physical_constants['atomic unit of electric quadrupole moment'] = {'value': 4.48655107e-40, 'precision': 0.00000011e-40, 'units': 'C*m**2'}
physical_constants['atomic unit of energy'] = {'value': 4.35974394e-18, 'precision': 0.00000022e-18, 'units': 'J'}
physical_constants['atomic unit of force'] = {'value': 8.23872206e-8, 'precision': 0.00000041e-8, 'units': 'N'}
physical_constants['atomic unit of length'] = {'value': 0.52917720859e-10, 'precision': 0.00000000036e-10, 'units': 'm'}
physical_constants['atomic unit of magnetic dipole moment'] = {'value': 1.854801830e-23, 'precision': 0.000000046e-23, 'units': 'J*T**-1'}
physical_constants['atomic unit of magnetic flux density'] = {'value': 2.350517382e5, 'precision': 0.000000059e5, 'units': 'T'}
physical_constants['atomic unit of magnetizability'] = {'value': 7.891036433e-29, 'precision': 0.000000027e-29, 'units': 'J*T**-2'}
physical_constants['atomic unit of mass'] = {'value': 9.10938215e-31, 'precision': 0.00000045e-31, 'units': 'kg'}
physical_constants['atomic unit of momentum'] = {'value': 1.992851565e-24, 'precision': 0.000000099e-24, 'units': 'kg*m*s**-1'}
physical_constants['atomic unit of permittivity'] = {'value': 1.112650056e-10, 'precision': 0, 'units': 'F*m**-1'}
physical_constants['atomic unit of time'] = {'value': 2.418884326505e-17, 'precision': 0.000000000016e-17, 'units': 's'}
physical_constants['atomic unit of velocity'] = {'value': 2.1876912541e6, 'precision': 0.0000000015e6, 'units': 'm*s**-1'}
physical_constants['Avogadro constant'] = {'value': 6.02214179e23, 'precision': 0.00000030e23, 'units': 'mol**-1'}
physical_constants['Bohr magneton'] = {'value': 927.400915e-26, 'precision': 0.000023e-26, 'units': 'J*T**-1'}
physical_constants['Bohr magneton in eV/T'] = {'value': 5.7883817555e-5, 'precision': 0.0000000079e-5, 'units': 'eV*T**-1'}
physical_constants['Bohr magneton in Hz/T'] = {'value': 13.99624604e9, 'precision': 0.00000035e9, 'units': 'Hz*T**-1'}
physical_constants['Bohr magneton in inverse meters per tesla'] = {'value': 46.6864515, 'precision': 0.0000012, 'units': 'm**-1*T**-1'}
physical_constants['Bohr magneton in K/T'] = {'value': 0.6717131, 'precision': 0.0000012, 'units': 'K*T**-1'}
physical_constants['Bohr radius'] = {'value': 0.52917720859e-10, 'precision': 0.00000000036e-10, 'units': 'm'}
physical_constants['Boltzmann constant'] = {'value': 1.3806504e-23, 'precision': 0.0000024e-23, 'units': 'J*K**-1'}
physical_constants['Boltzmann constant in eV/K'] = {'value': 8.617343e-5, 'precision': 0.000015e-5, 'units': 'eV*K**-1'}
physical_constants['Boltzmann constant in Hz/K'] = {'value': 2.0836644e10, 'precision': 0.0000036e10, 'units': 'Hz*K**-1'}
physical_constants['Boltzmann constant in inverse meters per kelvin'] = {'value': 69.50356, 'precision': 0.00012, 'units': 'm**-1*K**-1'}
physical_constants['characteristic impedance of vacuum'] = {'value': 376.730313461, 'precision': 0, 'units': 'ohm'}
physical_constants['classical electron radius'] = {'value': 2.8179402894e-15, 'precision': 0.0000000058e-15, 'units': 'm'}
physical_constants['Compton wavelength'] = {'value': 2.4263102175e-12, 'precision': 0.0000000033e-12, 'units': 'm'}
physical_constants['Compton wavelength over 2 pi'] = {'value': 386.15926459e-15, 'precision': 0.00000053e-15, 'units': 'm'}
physical_constants['conductance quantum'] = {'value': 7.7480917004e-5, 'precision': 0.0000000053e-5, 'units': 'S'}
physical_constants['conventional value of Josephson constant'] = {'value': 483597.9e9, 'precision': 0, 'units': 'Hz*V**-1'}
physical_constants['conventional value of von Klitzing constant'] = {'value': 25812.807, 'precision': 0, 'units': 'ohm'}
physical_constants['Cu x unit'] = {'value': 1.00207699e-13, 'precision': 0.00000028e-13, 'units': 'm'}
physical_constants['deuteron-electron magnetic moment ratio'] = {'value': -4.664345537e-4, 'precision': 0.000000039e-4, 'units': ''}
physical_constants['deuteron-electron mass ratio'] = {'value': 3670.4829654, 'precision': 0.0000016, 'units': ''}
physical_constants['deuteron g factor'] = {'value': 0.8574382308, 'precision': 0.0000000072, 'units': ''}
physical_constants['deuteron magnetic moment'] = {'value': 0.433073465e-26, 'precision': 0.000000011e-26, 'units': 'J*T**-1'}
physical_constants['deuteron magnetic moment to Bohr magneton ratio'] = {'value': 0.4669754556e-3, 'precision': 0.0000000039e-3, 'units': ''}
physical_constants['deuteron magnetic moment to nuclear magneton ratio'] = {'value': 0.8574382308, 'precision': 0.0000000072, 'units': ''}
physical_constants['deuteron mass'] = {'value': 3.34358320e-27, 'precision': 0.00000017e-27, 'units': 'kg'}
physical_constants['deuteron mass energy equivalent'] = {'value': 3.00506272e-10, 'precision': 0.00000015e-10, 'units': 'J'}
physical_constants['deuteron mass energy equivalent in MeV'] = {'value': 1875.612793, 'precision': 0.000047, 'units': 'MeV'}
physical_constants['deuteron mass in u'] = {'value': 2.013553212724, 'precision': 0.000000000078, 'units': 'u'}
physical_constants['deuteron molar mass'] = {'value': 2.013553212724e-3, 'precision': 0.000000000078e-3, 'units': 'kg*mol**-1'}
physical_constants['deuteron-neutron magnetic moment ratio'] = {'value': -0.44820652, 'precision': 0.00000011, 'units': ''}
physical_constants['deuteron-proton magnetic moment ratio'] = {'value': 0.3070122070, 'precision': 0.0000000024, 'units': ''}
physical_constants['deuteron-proton mass ratio'] = {'value': 1.99900750108, 'precision': 0.00000000022, 'units': ''}
physical_constants['deuteron rms charge radius'] = {'value': 2.1402e-15, 'precision': 0.0028e-15, 'units': 'm'}
physical_constants['electric constant'] = {'value': 8.854187817e-12, 'precision': 0, 'units': 'F*m**-1'}
physical_constants['electron charge to mass quotient'] = {'value': -1.758820150e11, 'precision': 0.000000044e11, 'units': 'C*kg**-1'}
physical_constants['electron-deuteron magnetic moment ratio'] = {'value': -2143.923498, 'precision': 0.000018, 'units': ''}
physical_constants['electron-deuteron mass ratio'] = {'value': 2.7244371093e-4, 'precision': 0.0000000012e-4, 'units': ''}
physical_constants['electron g factor'] = {'value': -2.0023193043622, 'precision': 0.0000000000015, 'units': ''}
physical_constants['electron gyromagnetic ratio'] = {'value': 1.760859770e11, 'precision': 0.000000044e11, 'units': 's**-1*T**-1'}
physical_constants['electron gyromagnetic ratio over 2 pi'] = {'value': 28024.95364, 'precision': 0.00070, 'units': 'MHz*T**-1'}
physical_constants['electron magnetic moment'] = {'value': -928.476377e-26, 'precision': 0.000023e-26, 'units': 'J*T**-1'}
physical_constants['electron magnetic moment anomaly'] = {'value': 1.15965218111e-3, 'precision': 0.00000000074e-3, 'units': ''}
physical_constants['electron magnetic moment to Bohr magneton ratio'] = {'value': -1.00115965218111, 'precision': 0.00000000000074, 'units': ''}
physical_constants['electron magnetic moment to nuclear magneton ratio'] = {'value': -1838.28197092, 'precision': 0.00000080, 'units': ''}
physical_constants['electron mass'] = {'value': 9.10938215e-31, 'precision': 0.00000045e-31, 'units': 'kg'}
physical_constants['electron mass energy equivalent'] = {'value': 8.18710438e-14, 'precision': 0.00000041e-14, 'units': 'J'}
physical_constants['electron mass energy equivalent in MeV'] = {'value': 0.510998910, 'precision': 0.000000013, 'units': 'MeV'}
physical_constants['electron mass in u'] = {'value': 5.4857990943e-4, 'precision': 0.0000000023e-4, 'units': 'u'}
physical_constants['electron molar mass'] = {'value': 5.4857990943e-7, 'precision': 0.0000000023e-7, 'units': 'kg*mol**-1'}
physical_constants['electron-muon magnetic moment ratio'] = {'value': 206.7669877, 'precision': 0.0000052, 'units': ''}
physical_constants['electron-muon mass ratio'] = {'value': 4.83633171e-3, 'precision': 0.00000012e-3, 'units': ''}
physical_constants['electron-neutron magnetic moment ratio'] = {'value': 960.92050, 'precision': 0.00023, 'units': ''}
physical_constants['electron-neutron mass ratio'] = {'value': 5.4386734459e-4, 'precision': 0.0000000033e-4, 'units': ''}
physical_constants['electron-proton magnetic moment ratio'] = {'value': -658.2106848, 'precision': 0.0000054, 'units': ''}
physical_constants['electron-proton mass ratio'] = {'value': 5.4461702177e-4, 'precision': 0.0000000024e-4, 'units': ''}
physical_constants['electron-tau mass ratio'] = {'value': 2.87564e-4, 'precision': 0.00047e-4, 'units': ''}
physical_constants['electron to alpha particle mass ratio'] = {'value': 1.37093355570e-4, 'precision': 0.00000000058e-4, 'units': ''}
physical_constants['electron to shielded helion magnetic moment ratio'] = {'value': 864.058257, 'precision': 0.000010, 'units': ''}
physical_constants['electron to shielded proton magnetic moment ratio'] = {'value': -658.2275971, 'precision': 0.0000072, 'units': ''}
physical_constants['electron volt'] = {'value': 1.602176487e-19, 'precision': 0.000000040e-19, 'units': 'J'}
physical_constants['electron volt-atomic mass unit relationship'] = {'value': 1.073544188e-9, 'precision': 0.000000027e-9, 'units': 'u'}
physical_constants['electron volt-hartree relationship'] = {'value': 3.674932540e-2, 'precision': 0.000000092e-2, 'units': 'E_h'}
physical_constants['electron volt-hertz relationship'] = {'value': 2.417989454e14, 'precision': 0.000000060e14, 'units': 'Hz'}
physical_constants['electron volt-inverse meter relationship'] = {'value': 8.06554465e5, 'precision': 0.00000020e5, 'units': 'm**-1'}
physical_constants['electron volt-joule relationship'] = {'value': 1.602176487e-19, 'precision': 0.000000040e-19, 'units': 'J'}
physical_constants['electron volt-kelvin relationship'] = {'value': 1.1604505e4, 'precision': 0.0000020e4, 'units': 'K'}
physical_constants['electron volt-kilogram relationship'] = {'value': 1.782661758e-36, 'precision': 0.000000044e-36, 'units': 'kg'}
physical_constants['elementary charge'] = {'value': 1.602176487e-19, 'precision': 0.000000040e-19, 'units': 'C'}
physical_constants['elementary charge over h'] = {'value': 2.417989454e14, 'precision': 0.000000060e14, 'units': 'A*J**-1'}
physical_constants['Faraday constant'] = {'value': 96485.3399, 'precision': 0.0024, 'units': 'C*mol**-1'}
physical_constants['Faraday constant for conventional electric current'] = {'value': 96485.3401, 'precision': 0.0048, 'units': 'C_90*mol**-1'}
physical_constants['Fermi coupling constant'] = {'value': 1.16637e-5, 'precision': 0.00001e-5, 'units': 'GeV**-2'}
physical_constants['fine-structure constant'] = {'value': 7.2973525376e-3, 'precision': 0.0000000050e-3, 'units': ''}
physical_constants['first radiation constant'] = {'value': 3.74177118e-16, 'precision': 0.00000019e-16, 'units': 'W*m**2'}
physical_constants['first radiation constant for spectral radiance'] = {'value': 1.191042759e-16, 'precision': 0.000000059e-16, 'units': 'W*m**2*sr**-1'}
physical_constants['hartree-atomic mass unit relationship'] = {'value': 2.9212622986e-8, 'precision': 0.0000000042e-8, 'units': 'u'}
physical_constants['hartree-electron volt relationship'] = {'value': 27.21138386, 'precision': 0.00000068, 'units': 'eV'}
physical_constants['Hartree energy'] = {'value': 4.35974394e-18, 'precision': 0.00000022e-18, 'units': 'J'}
physical_constants['Hartree energy in eV'] = {'value': 27.21138386, 'precision': 0.00000068, 'units': 'eV'}
physical_constants['hartree-hertz relationship'] = {'value': 6.579683920722e15, 'precision': 0.000000000044e15, 'units': 'Hz'}
physical_constants['hartree-inverse meter relationship'] = {'value': 2.194746313705e7, 'precision': 0.000000000015e7, 'units': 'm**-1'}
physical_constants['hartree-joule relationship'] = {'value': 4.35974394e-18, 'precision': 0.00000022e-18, 'units': 'J'}
physical_constants['hartree-kelvin relationship'] = {'value': 3.1577465e5, 'precision': 0.0000055e5, 'units': 'K'}
physical_constants['hartree-kilogram relationship'] = {'value': 4.85086934e-35, 'precision': 0.00000024e-35, 'units': 'kg'}
physical_constants['helion-electron mass ratio'] = {'value': 5495.8852765, 'precision': 0.0000052, 'units': ''}
physical_constants['helion mass'] = {'value': 5.00641192e-27, 'precision': 0.00000025e-27, 'units': 'kg'}
physical_constants['helion mass energy equivalent'] = {'value': 4.49953864e-10, 'precision': 0.00000022e-10, 'units': 'J'}
physical_constants['helion mass energy equivalent in MeV'] = {'value': 2808.391383, 'precision': 0.000070, 'units': 'MeV'}
physical_constants['helion mass in u'] = {'value': 3.0149322473, 'precision': 0.0000000026, 'units': 'u'}
physical_constants['helion molar mass'] = {'value': 3.0149322473e-3, 'precision': 0.0000000026e-3, 'units': 'kg*mol**-1'}
physical_constants['helion-proton mass ratio'] = {'value': 2.9931526713, 'precision': 0.0000000026, 'units': ''}
physical_constants['hertz-atomic mass unit relationship'] = {'value': 4.4398216294e-24, 'precision': 0.0000000064e-24, 'units': 'u'}
physical_constants['hertz-electron volt relationship'] = {'value': 4.13566733e-15, 'precision': 0.00000010e-15, 'units': 'eV'}
physical_constants['hertz-hartree relationship'] = {'value': 1.519829846006e-16, 'precision': 0.000000000010e-16, 'units': 'E_h'}
physical_constants['hertz-inverse meter relationship'] = {'value': 3.335640951e-9, 'precision': 0, 'units': 'm**-1'}
physical_constants['hertz-joule relationship'] = {'value': 6.62606896e-34, 'precision': 0.00000033e-34, 'units': 'J'}
physical_constants['hertz-kelvin relationship'] = {'value': 4.7992374e-11, 'precision': 0.0000084e-11, 'units': 'K'}
physical_constants['hertz-kilogram relationship'] = {'value': 7.37249600e-51, 'precision': 0.00000037e-51, 'units': 'kg'}
physical_constants['inverse fine-structure constant'] = {'value': 137.035999679, 'precision': 0.000000094, 'units': ''}
physical_constants['inverse meter-atomic mass unit relationship'] = {'value': 1.3310250394e-15, 'precision': 0.0000000019e-15, 'units': 'u'}
physical_constants['inverse meter-electron volt relationship'] = {'value': 1.239841875e-6, 'precision': 0.000000031e-6, 'units': 'eV'}
physical_constants['inverse meter-hartree relationship'] = {'value': 4.556335252760e-8, 'precision': 0.000000000030e-8, 'units': 'E_h'}
physical_constants['inverse meter-hertz relationship'] = {'value': 299792458, 'precision': 0, 'units': 'Hz'}
physical_constants['inverse meter-joule relationship'] = {'value': 1.986445501e-25, 'precision': 0.000000099e-25, 'units': 'J'}
physical_constants['inverse meter-kelvin relationship'] = {'value': 1.4387752e-2, 'precision': 0.0000025e-2, 'units': 'K'}
physical_constants['inverse meter-kilogram relationship'] = {'value': 2.21021870e-42, 'precision': 0.00000011e-42, 'units': 'kg'}
physical_constants['inverse of conductance quantum'] = {'value': 12906.4037787, 'precision': 0.0000088, 'units': 'ohm'}
physical_constants['Josephson constant'] = {'value': 483597.891e9, 'precision': 0.012e9, 'units': 'Hz*V**-1'}
physical_constants['joule-atomic mass unit relationship'] = {'value': 6.70053641e9, 'precision': 0.00000033e9, 'units': 'u'}
physical_constants['joule-electron volt relationship'] = {'value': 6.24150965e18, 'precision': 0.00000016e18, 'units': 'eV'}
physical_constants['joule-hartree relationship'] = {'value': 2.29371269e17, 'precision': 0.00000011e17, 'units': 'E_h'}
physical_constants['joule-hertz relationship'] = {'value': 1.509190450e33, 'precision': 0.000000075e33, 'units': 'Hz'}
physical_constants['joule-inverse meter relationship'] = {'value': 5.03411747e24, 'precision': 0.00000025e24, 'units': 'm**-1'}
physical_constants['joule-kelvin relationship'] = {'value': 7.242963e22, 'precision': 0.000013e22, 'units': 'K'}
physical_constants['joule-kilogram relationship'] = {'value': 1.112650056e-17, 'precision': 0, 'units': 'kg'}
physical_constants['kelvin-atomic mass unit relationship'] = {'value': 9.251098e-14, 'precision': 0.000016e-14, 'units': 'u'}
physical_constants['kelvin-electron volt relationship'] = {'value': 8.617343e-5, 'precision': 0.000015e-5, 'units': 'eV'}
physical_constants['kelvin-hartree relationship'] = {'value': 3.1668153e-6, 'precision': 0.0000055e-6, 'units': 'E_h'}
physical_constants['kelvin-hertz relationship'] = {'value': 2.0836644e10, 'precision': 0.0000036e10, 'units': 'Hz'}
physical_constants['kelvin-inverse meter relationship'] = {'value': 69.50356, 'precision': 0.00012, 'units': 'm**-1'}
physical_constants['kelvin-joule relationship'] = {'value': 1.3806504e-23, 'precision': 0.0000024e-23, 'units': 'J'}
physical_constants['kelvin-kilogram relationship'] = {'value': 1.5361807e-40, 'precision': 0.0000027e-40, 'units': 'kg'}
physical_constants['kilogram-atomic mass unit relationship'] = {'value': 6.02214179e26, 'precision': 0.00000030e26, 'units': 'u'}
physical_constants['kilogram-electron volt relationship'] = {'value': 5.60958912e35, 'precision': 0.00000014e35, 'units': 'eV'}
physical_constants['kilogram-hartree relationship'] = {'value': 2.06148616e34, 'precision': 0.00000010e34, 'units': 'E_h'}
physical_constants['kilogram-hertz relationship'] = {'value': 1.356392733e50, 'precision': 0.000000068e50, 'units': 'Hz'}
physical_constants['kilogram-inverse meter relationship'] = {'value': 4.52443915e41, 'precision': 0.00000023e41, 'units': 'm**-1'}
physical_constants['kilogram-joule relationship'] = {'value': 8.987551787e16, 'precision': 0, 'units': 'J'}
physical_constants['kilogram-kelvin relationship'] = {'value': 6.509651e39, 'precision': 0.000011e39, 'units': 'K'}
physical_constants['lattice parameter of silicon'] = {'value': 543.102064e-12, 'precision': 0.000014e-12, 'units': 'm'}
physical_constants['Loschmidt constant (273.15 K, 101.325 kPa)'] = {'value': 2.6867774e25, 'precision': 0.0000047e25, 'units': 'm**-3'}
physical_constants['magnetic constant'] = {'value': 12.566370614e-7, 'precision': 0, 'units': 'N*A**-2'}
physical_constants['magnetic flux quantum'] = {'value': 2.067833667e-15, 'precision': 0.000000052e-15, 'units': 'Wb'}
physical_constants['molar gas constant'] = {'value': 8.314472, 'precision': 0.000015, 'units': 'J*mol**-1*K**-1'}
physical_constants['molar mass constant'] = {'value': 1e-3, 'precision': 0, 'units': 'kg*mol**-1'}
physical_constants['molar mass of carbon-12'] = {'value': 12e-3, 'precision': 0, 'units': 'kg*mol**-1'}
physical_constants['molar Planck constant'] = {'value': 3.9903126821e-10, 'precision': 0.0000000057e-10, 'units': 'J*s*mol**-1'}
physical_constants['molar Planck constant times c'] = {'value': 0.11962656472, 'precision': 0.00000000017, 'units': 'J*m*mol**-1'}
physical_constants['molar volume of ideal gas (273.15 K, 100 kPa)'] = {'value': 22.710981e-3, 'precision': 0.000040e-3, 'units': 'm**3*mol**-1'}
physical_constants['molar volume of ideal gas (273.15 K, 101.325 kPa)'] = {'value': 22.413996e-3, 'precision': 0.000039e-3, 'units': 'm**3*mol**-1'}
physical_constants['molar volume of silicon'] = {'value': 12.0588349e-6, 'precision': 0.0000011e-6, 'units': 'm**3*mol**-1'}
physical_constants['Mo x unit'] = {'value': 1.00209955e-13, 'precision': 0.00000053e-13, 'units': 'm'}
physical_constants['muon Compton wavelength'] = {'value': 11.73444104e-15, 'precision': 0.00000030e-15, 'units': 'm'}
physical_constants['muon Compton wavelength over 2 pi'] = {'value': 1.867594295e-15, 'precision': 0.000000047e-15, 'units': 'm'}
physical_constants['muon-electron mass ratio'] = {'value': 206.7682823, 'precision': 0.0000052, 'units': ''}
physical_constants['muon g factor'] = {'value': -2.0023318414, 'precision': 0.0000000012, 'units': ''}
physical_constants['muon magnetic moment'] = {'value': -4.49044786e-26, 'precision': 0.00000016e-26, 'units': 'J*T**-1'}
physical_constants['muon magnetic moment anomaly'] = {'value': 1.16592069e-3, 'precision': 0.00000060e-3, 'units': ''}
physical_constants['muon magnetic moment to Bohr magneton ratio'] = {'value': -4.84197049e-3, 'precision': 0.00000012e-3, 'units': ''}
physical_constants['muon magnetic moment to nuclear magneton ratio'] = {'value': -8.89059705, 'precision': 0.00000023, 'units': ''}
physical_constants['muon mass'] = {'value': 1.88353130e-28, 'precision': 0.00000011e-28, 'units': 'kg'}
physical_constants['muon mass energy equivalent'] = {'value': 1.692833510e-11, 'precision': 0.000000095e-11, 'units': 'J'}
physical_constants['muon mass energy equivalent in MeV'] = {'value': 105.6583668, 'precision': 0.0000038, 'units': 'MeV'}
physical_constants['muon mass in u'] = {'value': 0.1134289256, 'precision': 0.0000000029, 'units': 'u'}
physical_constants['muon molar mass'] = {'value': 0.1134289256e-3, 'precision': 0.0000000029e-3, 'units': 'kg*mol**-1'}
physical_constants['muon-neutron mass ratio'] = {'value': 0.1124545167, 'precision': 0.0000000029, 'units': ''}
physical_constants['muon-proton magnetic moment ratio'] = {'value': -3.183345137, 'precision': 0.000000085, 'units': ''}
physical_constants['muon-proton mass ratio'] = {'value': 0.1126095261, 'precision': 0.0000000029, 'units': ''}
physical_constants['muon-tau mass ratio'] = {'value': 5.94592e-2, 'precision': 0.00097e-2, 'units': ''}
physical_constants['natural unit of action'] = {'value': 1.054571628e-34, 'precision': 0.000000053e-34, 'units': 'J*s'}
physical_constants['natural unit of action in eV s'] = {'value': 6.58211899e-16, 'precision': 0.00000016e-16, 'units': 'eV*s'}
physical_constants['natural unit of energy'] = {'value': 8.18710438e-14, 'precision': 0.00000041e-14, 'units': 'J'}
physical_constants['natural unit of energy in MeV'] = {'value': 0.510998910, 'precision': 0.000000013, 'units': 'MeV'}
physical_constants['natural unit of length'] = {'value': 386.15926459e-15, 'precision': 0.00000053e-15, 'units': 'm'}
physical_constants['natural unit of mass'] = {'value': 9.10938215e-31, 'precision': 0.00000045e-31, 'units': 'kg'}
physical_constants['natural unit of momentum'] = {'value': 2.73092406e-22, 'precision': 0.00000014e-22, 'units': 'kg*m*s**-1'}
physical_constants['natural unit of momentum in MeV/c'] = {'value': 0.510998910, 'precision': 0.000000013, 'units': 'MeV/c'}
physical_constants['natural unit of time'] = {'value': 1.2880886570e-21, 'precision': 0.0000000018e-21, 'units': 's'}
physical_constants['natural unit of velocity'] = {'value': 299792458, 'precision': 0, 'units': 'm*s**-1'}
physical_constants['neutron Compton wavelength'] = {'value': 1.3195908951e-15, 'precision': 0.0000000020e-15, 'units': 'm'}
physical_constants['neutron Compton wavelength over 2 pi'] = {'value': 0.21001941382e-15, 'precision': 0.00000000031e-15, 'units': 'm'}
physical_constants['neutron-electron magnetic moment ratio'] = {'value': 1.04066882e-3, 'precision': 0.00000025e-3, 'units': ''}
physical_constants['neutron-electron mass ratio'] = {'value': 1838.6836605, 'precision': 0.0000011, 'units': ''}
physical_constants['neutron g factor'] = {'value': -3.82608545, 'precision': 0.00000090, 'units': ''}
physical_constants['neutron gyromagnetic ratio'] = {'value': 1.83247185e8, 'precision': 0.00000043e8, 'units': 's**-1*T**-1'}
physical_constants['neutron gyromagnetic ratio over 2 pi'] = {'value': 29.1646954, 'precision': 0.0000069, 'units': 'MHz*T**-1'}
physical_constants['neutron magnetic moment'] = {'value': -0.96623641e-26, 'precision': 0.00000023e-26, 'units': 'J*T**-1'}
physical_constants['neutron magnetic moment to Bohr magneton ratio'] = {'value': -1.04187563e-3, 'precision': 0.00000025e-3, 'units': ''}
physical_constants['neutron magnetic moment to nuclear magneton ratio'] = {'value': -1.91304273, 'precision': 0.00000045, 'units': ''}
physical_constants['neutron mass'] = {'value': 1.674927211e-27, 'precision': 0.000000084e-27, 'units': 'kg'}
physical_constants['neutron mass energy equivalent'] = {'value': 1.505349505e-10, 'precision': 0.000000075e-10, 'units': 'J'}
physical_constants['neutron mass energy equivalent in MeV'] = {'value': 939.565346, 'precision': 0.000023, 'units': 'MeV'}
physical_constants['neutron mass in u'] = {'value': 1.00866491597, 'precision': 0.00000000043, 'units': 'u'}
physical_constants['neutron molar mass'] = {'value': 1.00866491597e-3, 'precision': 0.00000000043e-3, 'units': 'kg*mol**-1'}
physical_constants['neutron-muon mass ratio'] = {'value': 8.89248409, 'precision': 0.00000023, 'units': ''}
physical_constants['neutron-proton magnetic moment ratio'] = {'value': -0.68497934, 'precision': 0.00000016, 'units': ''}
physical_constants['neutron-proton mass ratio'] = {'value': 1.00137841918, 'precision': 0.00000000046, 'units': ''}
physical_constants['neutron-tau mass ratio'] = {'value': 0.528740, 'precision': 0.000086, 'units': ''}
physical_constants['neutron to shielded proton magnetic moment ratio'] = {'value': -0.68499694, 'precision': 0.00000016, 'units': ''}
physical_constants['Newtonian constant of gravitation'] = {'value': 6.67428e-11, 'precision': 0.00067e-11, 'units': 'm**3*kg**-1*s**-2'}
physical_constants['Newtonian constant of gravitation over h-bar c'] = {'value': 6.70881e-39, 'precision': 0.00067e-39, 'units': '(GeV/c**2)**-2'}
physical_constants['nuclear magneton'] = {'value': 5.05078324e-27, 'precision': 0.00000013e-27, 'units': 'J*T**-1'}
physical_constants['nuclear magneton in eV/T'] = {'value': 3.1524512326e-8, 'precision': 0.0000000045e-8, 'units': 'eV*T**-1'}
physical_constants['nuclear magneton in inverse meters per tesla'] = {'value': 2.542623616e-2, 'precision': 0.000000064e-2, 'units': 'm**-1*T**-1'}
physical_constants['nuclear magneton in K/T'] = {'value': 3.6582637e-4, 'precision': 0.0000064e-4, 'units': 'K*T**-1'}
physical_constants['nuclear magneton in MHz/T'] = {'value': 7.62259384, 'precision': 0.00000019, 'units': 'MHz*T**-1'}
physical_constants['Planck constant'] = {'value': 6.62606896e-34, 'precision': 0.00000033e-34, 'units': 'J*s'}
physical_constants['Planck constant in eV s'] = {'value': 4.13566733e-15, 'precision': 0.00000010e-15, 'units': 'eV*s'}
physical_constants['Planck constant over 2 pi'] = {'value': 1.054571628e-34, 'precision': 0.000000053e-34, 'units': 'J*s'}
physical_constants['Planck constant over 2 pi in eV s'] = {'value': 6.58211899e-16, 'precision': 0.00000016e-16, 'units': 'eV*s'}
physical_constants['Planck constant over 2 pi times c in MeV fm'] = {'value': 197.3269631, 'precision': 0.0000049, 'units': 'MeV*fm'}
physical_constants['Planck length'] = {'value': 1.616252e-35, 'precision': 0.000081e-35, 'units': 'm'}
physical_constants['Planck mass'] = {'value': 2.17644e-8, 'precision': 0.00011e-8, 'units': 'kg'}
physical_constants['Planck mass energy equivalent in GeV'] = {'value': 1.220892e19, 'precision': 0.000061e19, 'units': 'GeV'}
physical_constants['Planck temperature'] = {'value': 1.416785e32, 'precision': 0.000071e32, 'units': 'K'}
physical_constants['Planck time'] = {'value': 5.39124e-44, 'precision': 0.00027e-44, 'units': 's'}
physical_constants['proton charge to mass quotient'] = {'value': 9.57883392e7, 'precision': 0.00000024e7, 'units': 'C*kg**-1'}
physical_constants['proton Compton wavelength'] = {'value': 1.3214098446e-15, 'precision': 0.0000000019e-15, 'units': 'm'}
physical_constants['proton Compton wavelength over 2 pi'] = {'value': 0.21030890861e-15, 'precision': 0.00000000030e-15, 'units': 'm'}
physical_constants['proton-electron mass ratio'] = {'value': 1836.15267247, 'precision': 0.00000080, 'units': ''}
physical_constants['proton g factor'] = {'value': 5.585694713, 'precision': 0.000000046, 'units': ''}
physical_constants['proton gyromagnetic ratio'] = {'value': 2.675222099e8, 'precision': 0.000000070e8, 'units': 's**-1*T**-1'}
physical_constants['proton gyromagnetic ratio over 2 pi'] = {'value': 42.5774821, 'precision': 0.0000011, 'units': 'MHz*T**-1'}
physical_constants['proton magnetic moment'] = {'value': 1.410606662e-26, 'precision': 0.000000037e-26, 'units': 'J*T**-1'}
physical_constants['proton magnetic moment to Bohr magneton ratio'] = {'value': 1.521032209e-3, 'precision': 0.000000012e-3, 'units': ''}
physical_constants['proton magnetic moment to nuclear magneton ratio'] = {'value': 2.792847356, 'precision': 0.000000023, 'units': ''}
physical_constants['proton magnetic shielding correction'] = {'value': 25.694e-6, 'precision': 0.014e-6, 'units': ''}
physical_constants['proton mass'] = {'value': 1.672621637e-27, 'precision': 0.000000083e-27, 'units': 'kg'}
physical_constants['proton mass energy equivalent'] = {'value': 1.503277359e-10, 'precision': 0.000000075e-10, 'units': 'J'}
physical_constants['proton mass energy equivalent in MeV'] = {'value': 938.272013, 'precision': 0.000023, 'units': 'MeV'}
physical_constants['proton mass in u'] = {'value': 1.00727646677, 'precision': 0.00000000010, 'units': 'u'}
physical_constants['proton molar mass'] = {'value': 1.00727646677e-3, 'precision': 0.00000000010e-3, 'units': 'kg*mol**-1'}
physical_constants['proton-muon mass ratio'] = {'value': 8.88024339, 'precision': 0.00000023, 'units': ''}
physical_constants['proton-neutron magnetic moment ratio'] = {'value': -1.45989806, 'precision': 0.00000034, 'units': ''}
physical_constants['proton-neutron mass ratio'] = {'value': 0.99862347824, 'precision': 0.00000000046, 'units': ''}
physical_constants['proton rms charge radius'] = {'value': 0.8768e-15, 'precision': 0.0069e-15, 'units': 'm'}
physical_constants['proton-tau mass ratio'] = {'value': 0.528012, 'precision': 0.000086, 'units': ''}
physical_constants['quantum of circulation'] = {'value': 3.6369475199e-4, 'precision': 0.0000000050e-4, 'units': 'm**2*s**-1'}
physical_constants['quantum of circulation times 2'] = {'value': 7.273895040e-4, 'precision': 0.000000010e-4, 'units': 'm**2*s**-1'}
physical_constants['Rydberg constant'] = {'value': 10973731.568527, 'precision': 0.000073, 'units': 'm**-1'}
physical_constants['Rydberg constant times c in Hz'] = {'value': 3.289841960361e15, 'precision': 0.000000000022e15, 'units': 'Hz'}
physical_constants['Rydberg constant times hc in eV'] = {'value': 13.60569193, 'precision': 0.00000034, 'units': 'eV'}
physical_constants['Rydberg constant times hc in J'] = {'value': 2.17987197e-18, 'precision': 0.00000011e-18, 'units': 'J'}
physical_constants['Sackur-Tetrode constant (1 K, 100 kPa)'] = {'value': -1.1517047, 'precision': 0.0000044, 'units': ''}
physical_constants['Sackur-Tetrode constant (1 K, 101.325 kPa)'] = {'value': -1.1648677, 'precision': 0.0000044, 'units': ''}
physical_constants['second radiation constant'] = {'value': 1.4387752e-2, 'precision': 0.0000025e-2, 'units': 'm*K'}
physical_constants['shielded helion gyromagnetic ratio'] = {'value': 2.037894730e8, 'precision': 0.000000056e8, 'units': 's**-1*T**-1'}
physical_constants['shielded helion gyromagnetic ratio over 2 pi'] = {'value': 32.43410198, 'precision': 0.00000090, 'units': 'MHz*T**-1'}
physical_constants['shielded helion magnetic moment'] = {'value': -1.074552982e-26, 'precision': 0.000000030e-26, 'units': 'J*T**-1'}
physical_constants['shielded helion magnetic moment to Bohr magneton ratio'] = {'value': -1.158671471e-3, 'precision': 0.000000014e-3, 'units': ''}
physical_constants['shielded helion magnetic moment to nuclear magneton ratio'] = {'value': -2.127497718, 'precision': 0.000000025, 'units': ''}
physical_constants['shielded helion to proton magnetic moment ratio'] = {'value': -0.761766558, 'precision': 0.000000011, 'units': ''}
physical_constants['shielded helion to shielded proton magnetic moment ratio'] = {'value': -0.7617861313, 'precision': 0.0000000033, 'units': ''}
physical_constants['shielded proton gyromagnetic ratio'] = {'value': 2.675153362e8, 'precision': 0.000000073e8, 'units': 's**-1*T**-1'}
physical_constants['shielded proton gyromagnetic ratio over 2 pi'] = {'value': 42.5763881, 'precision': 0.0000012, 'units': 'MHz*T**-1'}
physical_constants['shielded proton magnetic moment'] = {'value': 1.410570419e-26, 'precision': 0.000000038e-26, 'units': 'J*T**-1'}
physical_constants['shielded proton magnetic moment to Bohr magneton ratio'] = {'value': 1.520993128e-3, 'precision': 0.000000017e-3, 'units': ''}
physical_constants['shielded proton magnetic moment to nuclear magneton ratio'] = {'value': 2.792775598, 'precision': 0.000000030, 'units': ''}
physical_constants['speed of light in vacuum'] = {'value': 299792458, 'precision': 0, 'units': 'm*s**-1'}
physical_constants['standard acceleration of gravity'] = {'value': 9.80665, 'precision': 0, 'units': 'm*s**-2'}
physical_constants['standard atmosphere'] = {'value': 101325, 'precision': 0, 'units': 'Pa'}
physical_constants['Stefan-Boltzmann constant'] = {'value': 5.670400e-8, 'precision': 0.000040e-8, 'units': 'W*m**-2*K**-4'}
physical_constants['tau Compton wavelength'] = {'value': 0.69772e-15, 'precision': 0.00011e-15, 'units': 'm'}
physical_constants['tau Compton wavelength over 2 pi'] = {'value': 0.111046e-15, 'precision': 0.000018e-15, 'units': 'm'}
physical_constants['tau-electron mass ratio'] = {'value': 3477.48, 'precision': 0.57, 'units': ''}
physical_constants['tau mass'] = {'value': 3.16777e-27, 'precision': 0.00052e-27, 'units': 'kg'}
physical_constants['tau mass energy equivalent'] = {'value': 2.84705e-10, 'precision': 0.00046e-10, 'units': 'J'}
physical_constants['tau mass energy equivalent in MeV'] = {'value': 1776.99, 'precision': 0.29, 'units': 'MeV'}
physical_constants['tau mass in u'] = {'value': 1.90768, 'precision': 0.00031, 'units': 'u'}
physical_constants['tau molar mass'] = {'value': 1.90768e-3, 'precision': 0.00031e-3, 'units': 'kg*mol**-1'}
physical_constants['tau-muon mass ratio'] = {'value': 16.8183, 'precision': 0.0027, 'units': ''}
physical_constants['tau-neutron mass ratio'] = {'value': 1.89129, 'precision': 0.00031, 'units': ''}
physical_constants['tau-proton mass ratio'] = {'value': 1.89390, 'precision': 0.00031, 'units': ''}
physical_constants['Thomson cross section'] = {'value': 0.6652458558e-28, 'precision': 0.0000000027e-28, 'units': 'm**2'}
physical_constants['triton-electron magnetic moment ratio'] = {'value': -1.620514423e-3, 'precision': 0.000000021e-3, 'units': ''}
physical_constants['triton-electron mass ratio'] = {'value': 5496.9215269, 'precision': 0.0000051, 'units': ''}
physical_constants['triton g factor'] = {'value': 5.957924896, 'precision': 0.000000076, 'units': ''}
physical_constants['triton magnetic moment'] = {'value': 1.504609361e-26, 'precision': 0.000000042e-26, 'units': 'J*T**-1'}
physical_constants['triton magnetic moment to Bohr magneton ratio'] = {'value': 1.622393657e-3, 'precision': 0.000000021e-3, 'units': ''}
physical_constants['triton magnetic moment to nuclear magneton ratio'] = {'value': 2.978962448, 'precision': 0.000000038, 'units': ''}
physical_constants['triton mass'] = {'value': 5.00735588e-27, 'precision': 0.00000025e-27, 'units': 'kg'}
physical_constants['triton mass energy equivalent'] = {'value': 4.50038703e-10, 'precision': 0.00000022e-10, 'units': 'J'}
physical_constants['triton mass energy equivalent in MeV'] = {'value': 2808.920906, 'precision': 0.000070, 'units': 'MeV'}
physical_constants['triton mass in u'] = {'value': 3.0155007134, 'precision': 0.0000000025, 'units': 'u'}
physical_constants['triton molar mass'] = {'value': 3.0155007134e-3, 'precision': 0.0000000025e-3, 'units': 'kg*mol**-1'}
physical_constants['triton-neutron magnetic moment ratio'] = {'value': -1.55718553, 'precision': 0.00000037, 'units': ''}
physical_constants['triton-proton magnetic moment ratio'] = {'value': 1.066639908, 'precision': 0.000000010, 'units': ''}
physical_constants['triton-proton mass ratio'] = {'value': 2.9937170309, 'precision': 0.0000000025, 'units': ''}
physical_constants['unified atomic mass unit'] = {'value': 1.660538782e-27, 'precision': 0.000000083e-27, 'units': 'kg'}
physical_constants['von Klitzing constant'] = {'value': 25812.807557, 'precision': 0.000018, 'units': 'ohm'}
physical_constants['weak mixing angle'] = {'value': 0.22255, 'precision': 0.00056, 'units': ''}
physical_constants['Wien frequency displacement law constant'] = {'value': 5.878933e10, 'precision': 0.000010e10, 'units': 'Hz*K**-1'}
physical_constants['Wien wavelength displacement law constant'] = {'value': 2.8977685e-3, 'precision': 0.0000051e-3, 'units': 'm*K'}