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[Octave-cvsupdate] SF.net SVN: octave:[10328] trunk/octave-forge/main
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From: <car...@us...> - 2012-04-25 21:44:17
|
Revision: 10328
http://octave.svn.sourceforge.net/octave/?rev=10328&view=rev
Author: carandraug
Date: 2012-04-25 21:44:08 +0000 (Wed, 25 Apr 2012)
Log Message:
-----------
physical_constant: move function into miscellaneous package
Modified Paths:
--------------
trunk/octave-forge/main/miscellaneous/NEWS
trunk/octave-forge/main/physical-constants/DESCRIPTION
Added Paths:
-----------
trunk/octave-forge/main/miscellaneous/inst/physical_constant.m
trunk/octave-forge/main/miscellaneous/inst/physical_constant.py
trunk/octave-forge/main/physical-constants/inst/dummy
Removed Paths:
-------------
trunk/octave-forge/main/physical-constants/inst/physical_constant.m
trunk/octave-forge/main/physical-constants/inst/physical_constant.py
Modified: trunk/octave-forge/main/miscellaneous/NEWS
===================================================================
--- trunk/octave-forge/main/miscellaneous/NEWS 2012-04-25 21:29:49 UTC (rev 10327)
+++ trunk/octave-forge/main/miscellaneous/NEWS 2012-04-25 21:44:08 UTC (rev 10328)
@@ -12,7 +12,15 @@
partcnt partint
+ ** The function `physical_constant' has been imported from the
+ physicalconstants package.
+ ** The values returned by `physical_constant' have been adjusted to the
+ latest (2010) recommended values by CODATA.
+
+ ** The function `physical_constant' has a new API and should also
+ perform faster.
+
===============================================================================
miscellaneous-1.1.0 Release Date: 2012-03-24 Release Manager:
===============================================================================
Copied: trunk/octave-forge/main/miscellaneous/inst/physical_constant.m (from rev 10326, trunk/octave-forge/main/physical-constants/inst/physical_constant.m)
===================================================================
--- trunk/octave-forge/main/miscellaneous/inst/physical_constant.m (rev 0)
+++ trunk/octave-forge/main/miscellaneous/inst/physical_constant.m 2012-04-25 21:44:08 UTC (rev 10328)
@@ -0,0 +1,2078 @@
+## Copyright (C) 2007 Muthiah Annamalai <mut...@ut...>
+## Copyright (C) 2012 Carnë Draug <car...@gm...>
+##
+## This program is free software; you can redistribute it and/or modify it under
+## the terms of the GNU General Public License as published by the Free Software
+## Foundation; either version 3 of the License, or (at your option) any later
+## version.
+##
+## This program is distributed in the hope that it will be useful, but WITHOUT
+## ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or
+## FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more
+## details.
+##
+## You should have received a copy of the GNU General Public License along with
+## this program; if not, see <http://www.gnu.org/licenses/>.
+
+## -*- texinfo -*-
+## @deftypefn {Function File} {[@var{names}] =} physical_constant
+## @deftypefnx {Function File} {[@var{val}, @var{uncertainty}, @var{unit}] =} physical_constant (@var{name})
+## @deftypefnx {Function File} {[@var{constants}] =} physical_constant ("all")
+## Get physical constant @var{arg}.
+##
+## If no arguments are given, returns a cell array with all possible @var{name}s.
+## Alternatively, @var{name} can be `all' in which case @var{val} is a structure
+## array with 4 fields (name, value, uncertainty, units).
+##
+## Since the long list of values needs to be parsed on each call to this function
+## it is much more efficient to store the values in a variable rather make multiple
+## calls to this function with the same argument
+##
+## The values are the ones recommended by CODATA. This function was autogenerated
+## on Wed Apr 25 22:17:07 2012 from NIST database at @uref{http://physics.nist.gov/constants}
+## @end deftypefn
+
+## DO NOT EDIT THIS FILE
+## This function file is generated automatically by physical_constant.py
+
+function [rval, uncert, unit] = physical_constant (arg)
+
+ persistent unit_data;
+ if (isempty(unit_data))
+ unit_data = get_data;
+ endif
+
+ if (nargin > 1 || (nargin == 1 && !ischar (arg)))
+ print_usage;
+ elseif (nargin == 0)
+ rval = reshape ({unit_data(:).name}, size (unit_data));
+ return
+ elseif (nargin == 1 && strcmpi (arg, "all"))
+ rval = unit_data;
+ return
+ endif
+
+ val = reshape ({unit_data(:).name}, size (unit_data));
+ map = strcmpi (val, arg);
+ if (any (map))
+ val = unit_data(map);
+ rval = val.value;
+ uncert = val.uncertainty;
+ unit = val.units;
+ else
+ error ("No constant with name '%s' found", arg)
+ endif
+endfunction
+
+function unit_data = get_data
+ unit_data(1).name = "Angstrom star";
+ unit_data(1).value = 1.00001495e-10;
+ unit_data(1).uncertainty = 0.00000090e-10;
+ unit_data(1).units = "m";
+
+ unit_data(2).name = "Avogadro constant";
+ unit_data(2).value = 6.02214129e23;
+ unit_data(2).uncertainty = 0.00000027e23;
+ unit_data(2).units = "mol^-1";
+
+ unit_data(3).name = "Bohr magneton";
+ unit_data(3).value = 927.400968e-26;
+ unit_data(3).uncertainty = 0.000020e-26;
+ unit_data(3).units = "J T^-1";
+
+ unit_data(4).name = "Bohr magneton in Hz/T";
+ unit_data(4).value = 13.99624555e9;
+ unit_data(4).uncertainty = 0.00000031e9;
+ unit_data(4).units = "Hz T^-1";
+
+ unit_data(5).name = "Bohr magneton in K/T";
+ unit_data(5).value = 0.67171388;
+ unit_data(5).uncertainty = 0.00000061;
+ unit_data(5).units = "K T^-1";
+
+ unit_data(6).name = "Bohr magneton in eV/T";
+ unit_data(6).value = 5.7883818066e-5;
+ unit_data(6).uncertainty = 0.0000000038e-5;
+ unit_data(6).units = "eV T^-1";
+
+ unit_data(7).name = "Bohr magneton in inverse meters per tesla";
+ unit_data(7).value = 46.6864498;
+ unit_data(7).uncertainty = 0.0000010;
+ unit_data(7).units = "m^-1 T^-1";
+
+ unit_data(8).name = "Bohr radius";
+ unit_data(8).value = 0.52917721092e-10;
+ unit_data(8).uncertainty = 0.00000000017e-10;
+ unit_data(8).units = "m";
+
+ unit_data(9).name = "Boltzmann constant";
+ unit_data(9).value = 1.3806488e-23;
+ unit_data(9).uncertainty = 0.0000013e-23;
+ unit_data(9).units = "J K^-1";
+
+ unit_data(10).name = "Boltzmann constant in Hz/K";
+ unit_data(10).value = 2.0836618e10;
+ unit_data(10).uncertainty = 0.0000019e10;
+ unit_data(10).units = "Hz K^-1";
+
+ unit_data(11).name = "Boltzmann constant in eV/K";
+ unit_data(11).value = 8.6173324e-5;
+ unit_data(11).uncertainty = 0.0000078e-5;
+ unit_data(11).units = "eV K^-1";
+
+ unit_data(12).name = "Boltzmann constant in inverse meters per kelvin";
+ unit_data(12).value = 69.503476;
+ unit_data(12).uncertainty = 0.000063;
+ unit_data(12).units = "m^-1 K^-1";
+
+ unit_data(13).name = "Compton wavelength";
+ unit_data(13).value = 2.4263102389e-12;
+ unit_data(13).uncertainty = 0.0000000016e-12;
+ unit_data(13).units = "m";
+
+ unit_data(14).name = "Compton wavelength over 2 pi";
+ unit_data(14).value = 386.15926800e-15;
+ unit_data(14).uncertainty = 0.00000025e-15;
+ unit_data(14).units = "m";
+
+ unit_data(15).name = "Cu x unit";
+ unit_data(15).value = 1.00207697e-13;
+ unit_data(15).uncertainty = 0.00000028e-13;
+ unit_data(15).units = "m";
+
+ unit_data(16).name = "Faraday constant";
+ unit_data(16).value = 96485.3365;
+ unit_data(16).uncertainty = 0.0021;
+ unit_data(16).units = "C mol^-1";
+
+ unit_data(17).name = "Faraday constant for conventional electric current";
+ unit_data(17).value = 96485.3321;
+ unit_data(17).uncertainty = 0.0043;
+ unit_data(17).units = "C_90 mol^-1";
+
+ unit_data(18).name = "Fermi coupling constant";
+ unit_data(18).value = 1.166364e-5;
+ unit_data(18).uncertainty = 0.000005e-5;
+ unit_data(18).units = "GeV^-2";
+
+ unit_data(19).name = "Hartree energy";
+ unit_data(19).value = 4.35974434e-18;
+ unit_data(19).uncertainty = 0.00000019e-18;
+ unit_data(19).units = "J";
+
+ unit_data(20).name = "Hartree energy in eV";
+ unit_data(20).value = 27.21138505;
+ unit_data(20).uncertainty = 0.00000060;
+ unit_data(20).units = "eV";
+
+ unit_data(21).name = "Josephson constant";
+ unit_data(21).value = 483597.870e9;
+ unit_data(21).uncertainty = 0.011e9;
+ unit_data(21).units = "Hz V^-1";
+
+ unit_data(22).name = "Loschmidt constant (273.15 K, 100 kPa)";
+ unit_data(22).value = 2.6516462e25;
+ unit_data(22).uncertainty = 0.0000024e25;
+ unit_data(22).units = "m^-3";
+
+ unit_data(23).name = "Loschmidt constant (273.15 K, 101.325 kPa)";
+ unit_data(23).value = 2.6867805e25;
+ unit_data(23).uncertainty = 0.0000024e25;
+ unit_data(23).units = "m^-3";
+
+ unit_data(24).name = "Mo x unit";
+ unit_data(24).value = 1.00209952e-13;
+ unit_data(24).uncertainty = 0.00000053e-13;
+ unit_data(24).units = "m";
+
+ unit_data(25).name = "Newtonian constant of gravitation";
+ unit_data(25).value = 6.67384e-11;
+ unit_data(25).uncertainty = 0.00080e-11;
+ unit_data(25).units = "m^3 kg^-1 s^-2";
+
+ unit_data(26).name = "Newtonian constant of gravitation over h-bar c";
+ unit_data(26).value = 6.70837e-39;
+ unit_data(26).uncertainty = 0.00080e-39;
+ unit_data(26).units = "(GeV/c^2)^-2";
+
+ unit_data(27).name = "Planck constant";
+ unit_data(27).value = 6.62606957e-34;
+ unit_data(27).uncertainty = 0.00000029e-34;
+ unit_data(27).units = "J s";
+
+ unit_data(28).name = "Planck constant in eV s";
+ unit_data(28).value = 4.135667516e-15;
+ unit_data(28).uncertainty = 0.000000091e-15;
+ unit_data(28).units = "eV s";
+
+ unit_data(29).name = "Planck constant over 2 pi";
+ unit_data(29).value = 1.054571726e-34;
+ unit_data(29).uncertainty = 0.000000047e-34;
+ unit_data(29).units = "J s";
+
+ unit_data(30).name = "Planck constant over 2 pi in eV s";
+ unit_data(30).value = 6.58211928e-16;
+ unit_data(30).uncertainty = 0.00000015e-16;
+ unit_data(30).units = "eV s";
+
+ unit_data(31).name = "Planck constant over 2 pi times c in MeV fm";
+ unit_data(31).value = 197.3269718;
+ unit_data(31).uncertainty = 0.0000044;
+ unit_data(31).units = "MeV fm";
+
+ unit_data(32).name = "Planck length";
+ unit_data(32).value = 1.616199e-35;
+ unit_data(32).uncertainty = 0.000097e-35;
+ unit_data(32).units = "m";
+
+ unit_data(33).name = "Planck mass";
+ unit_data(33).value = 2.17651e-8;
+ unit_data(33).uncertainty = 0.00013e-8;
+ unit_data(33).units = "kg";
+
+ unit_data(34).name = "Planck mass energy equivalent in GeV";
+ unit_data(34).value = 1.220932e19;
+ unit_data(34).uncertainty = 0.000073e19;
+ unit_data(34).units = "GeV";
+
+ unit_data(35).name = "Planck temperature";
+ unit_data(35).value = 1.416833e32;
+ unit_data(35).uncertainty = 0.000085e32;
+ unit_data(35).units = "K";
+
+ unit_data(36).name = "Planck time";
+ unit_data(36).value = 5.39106e-44;
+ unit_data(36).uncertainty = 0.00032e-44;
+ unit_data(36).units = "s";
+
+ unit_data(37).name = "Rydberg constant";
+ unit_data(37).value = 10973731.568539;
+ unit_data(37).uncertainty = 0.000055;
+ unit_data(37).units = "m^-1";
+
+ unit_data(38).name = "Rydberg constant times c in Hz";
+ unit_data(38).value = 3.289841960364e15;
+ unit_data(38).uncertainty = 0.000000000017e15;
+ unit_data(38).units = "Hz";
+
+ unit_data(39).name = "Rydberg constant times hc in J";
+ unit_data(39).value = 2.179872171e-18;
+ unit_data(39).uncertainty = 0.000000096e-18;
+ unit_data(39).units = "J";
+
+ unit_data(40).name = "Rydberg constant times hc in eV";
+ unit_data(40).value = 13.60569253;
+ unit_data(40).uncertainty = 0.00000030;
+ unit_data(40).units = "eV";
+
+ unit_data(41).name = "Sackur-Tetrode constant (1 K, 100 kPa)";
+ unit_data(41).value = -1.1517078;
+ unit_data(41).uncertainty = 0.0000023;
+ unit_data(41).units = "";
+
+ unit_data(42).name = "Sackur-Tetrode constant (1 K, 101.325 kPa)";
+ unit_data(42).value = -1.1648708;
+ unit_data(42).uncertainty = 0.0000023;
+ unit_data(42).units = "";
+
+ unit_data(43).name = "Stefan-Boltzmann constant";
+ unit_data(43).value = 5.670373e-8;
+ unit_data(43).uncertainty = 0.000021e-8;
+ unit_data(43).units = "W m^-2 K^-4";
+
+ unit_data(44).name = "Thomson cross section";
+ unit_data(44).value = 0.6652458734e-28;
+ unit_data(44).uncertainty = 0.0000000013e-28;
+ unit_data(44).units = "m^2";
+
+ unit_data(45).name = "Wien frequency displacement law constant";
+ unit_data(45).value = 5.8789254e10;
+ unit_data(45).uncertainty = 0.0000053e10;
+ unit_data(45).units = "Hz K^-1";
+
+ unit_data(46).name = "Wien wavelength displacement law constant";
+ unit_data(46).value = 2.8977721e-3;
+ unit_data(46).uncertainty = 0.0000026e-3;
+ unit_data(46).units = "m K";
+
+ unit_data(47).name = "alpha particle mass";
+ unit_data(47).value = 6.64465675e-27;
+ unit_data(47).uncertainty = 0.00000029e-27;
+ unit_data(47).units = "kg";
+
+ unit_data(48).name = "alpha particle mass energy equivalent";
+ unit_data(48).value = 5.97191967e-10;
+ unit_data(48).uncertainty = 0.00000026e-10;
+ unit_data(48).units = "J";
+
+ unit_data(49).name = "alpha particle mass energy equivalent in MeV";
+ unit_data(49).value = 3727.379240;
+ unit_data(49).uncertainty = 0.000082;
+ unit_data(49).units = "MeV";
+
+ unit_data(50).name = "alpha particle mass in u";
+ unit_data(50).value = 4.001506179125;
+ unit_data(50).uncertainty = 0.000000000062;
+ unit_data(50).units = "u";
+
+ unit_data(51).name = "alpha particle molar mass";
+ unit_data(51).value = 4.001506179125e-3;
+ unit_data(51).uncertainty = 0.000000000062e-3;
+ unit_data(51).units = "kg mol^-1";
+
+ unit_data(52).name = "alpha particle-electron mass ratio";
+ unit_data(52).value = 7294.2995361;
+ unit_data(52).uncertainty = 0.0000029;
+ unit_data(52).units = "";
+
+ unit_data(53).name = "alpha particle-proton mass ratio";
+ unit_data(53).value = 3.97259968933;
+ unit_data(53).uncertainty = 0.00000000036;
+ unit_data(53).units = "";
+
+ unit_data(54).name = "atomic mass constant";
+ unit_data(54).value = 1.660538921e-27;
+ unit_data(54).uncertainty = 0.000000073e-27;
+ unit_data(54).units = "kg";
+
+ unit_data(55).name = "atomic mass constant energy equivalent";
+ unit_data(55).value = 1.492417954e-10;
+ unit_data(55).uncertainty = 0.000000066e-10;
+ unit_data(55).units = "J";
+
+ unit_data(56).name = "atomic mass constant energy equivalent in MeV";
+ unit_data(56).value = 931.494061;
+ unit_data(56).uncertainty = 0.000021;
+ unit_data(56).units = "MeV";
+
+ unit_data(57).name = "atomic mass unit-electron volt relationship";
+ unit_data(57).value = 931.494061e6;
+ unit_data(57).uncertainty = 0.000021e6;
+ unit_data(57).units = "eV";
+
+ unit_data(58).name = "atomic mass unit-hartree relationship";
+ unit_data(58).value = 3.4231776845e7;
+ unit_data(58).uncertainty = 0.0000000024e7;
+ unit_data(58).units = "E_h";
+
+ unit_data(59).name = "atomic mass unit-hertz relationship";
+ unit_data(59).value = 2.2523427168e23;
+ unit_data(59).uncertainty = 0.0000000016e23;
+ unit_data(59).units = "Hz";
+
+ unit_data(60).name = "atomic mass unit-inverse meter relationship";
+ unit_data(60).value = 7.5130066042e14;
+ unit_data(60).uncertainty = 0.0000000053e14;
+ unit_data(60).units = "m^-1";
+
+ unit_data(61).name = "atomic mass unit-joule relationship";
+ unit_data(61).value = 1.492417954e-10;
+ unit_data(61).uncertainty = 0.000000066e-10;
+ unit_data(61).units = "J";
+
+ unit_data(62).name = "atomic mass unit-kelvin relationship";
+ unit_data(62).value = 1.08095408e13;
+ unit_data(62).uncertainty = 0.00000098e13;
+ unit_data(62).units = "K";
+
+ unit_data(63).name = "atomic mass unit-kilogram relationship";
+ unit_data(63).value = 1.660538921e-27;
+ unit_data(63).uncertainty = 0.000000073e-27;
+ unit_data(63).units = "kg";
+
+ unit_data(64).name = "atomic unit of 1st hyperpolarizability";
+ unit_data(64).value = 3.206361449e-53;
+ unit_data(64).uncertainty = 0.000000071e-53;
+ unit_data(64).units = "C^3 m^3 J^-2";
+
+ unit_data(65).name = "atomic unit of 2nd hyperpolarizability";
+ unit_data(65).value = 6.23538054e-65;
+ unit_data(65).uncertainty = 0.00000028e-65;
+ unit_data(65).units = "C^4 m^4 J^-3";
+
+ unit_data(66).name = "atomic unit of action";
+ unit_data(66).value = 1.054571726e-34;
+ unit_data(66).uncertainty = 0.000000047e-34;
+ unit_data(66).units = "J s";
+
+ unit_data(67).name = "atomic unit of charge";
+ unit_data(67).value = 1.602176565e-19;
+ unit_data(67).uncertainty = 0.000000035e-19;
+ unit_data(67).units = "C";
+
+ unit_data(68).name = "atomic unit of charge density";
+ unit_data(68).value = 1.081202338e12;
+ unit_data(68).uncertainty = 0.000000024e12;
+ unit_data(68).units = "C m^-3";
+
+ unit_data(69).name = "atomic unit of current";
+ unit_data(69).value = 6.62361795e-3;
+ unit_data(69).uncertainty = 0.00000015e-3;
+ unit_data(69).units = "A";
+
+ unit_data(70).name = "atomic unit of electric dipole mom.";
+ unit_data(70).value = 8.47835326e-30;
+ unit_data(70).uncertainty = 0.00000019e-30;
+ unit_data(70).units = "C m";
+
+ unit_data(71).name = "atomic unit of electric field";
+ unit_data(71).value = 5.14220652e11;
+ unit_data(71).uncertainty = 0.00000011e11;
+ unit_data(71).units = "V m^-1";
+
+ unit_data(72).name = "atomic unit of electric field gradient";
+ unit_data(72).value = 9.71736200e21;
+ unit_data(72).uncertainty = 0.00000021e21;
+ unit_data(72).units = "V m^-2";
+
+ unit_data(73).name = "atomic unit of electric polarizability";
+ unit_data(73).value = 1.6487772754e-41;
+ unit_data(73).uncertainty = 0.0000000016e-41;
+ unit_data(73).units = "C^2 m^2 J^-1";
+
+ unit_data(74).name = "atomic unit of electric potential";
+ unit_data(74).value = 27.21138505;
+ unit_data(74).uncertainty = 0.00000060;
+ unit_data(74).units = "V";
+
+ unit_data(75).name = "atomic unit of electric quadrupole mom.";
+ unit_data(75).value = 4.486551331e-40;
+ unit_data(75).uncertainty = 0.000000099e-40;
+ unit_data(75).units = "C m^2";
+
+ unit_data(76).name = "atomic unit of energy";
+ unit_data(76).value = 4.35974434e-18;
+ unit_data(76).uncertainty = 0.00000019e-18;
+ unit_data(76).units = "J";
+
+ unit_data(77).name = "atomic unit of force";
+ unit_data(77).value = 8.23872278e-8;
+ unit_data(77).uncertainty = 0.00000036e-8;
+ unit_data(77).units = "N";
+
+ unit_data(78).name = "atomic unit of length";
+ unit_data(78).value = 0.52917721092e-10;
+ unit_data(78).uncertainty = 0.00000000017e-10;
+ unit_data(78).units = "m";
+
+ unit_data(79).name = "atomic unit of mag. dipole mom.";
+ unit_data(79).value = 1.854801936e-23;
+ unit_data(79).uncertainty = 0.000000041e-23;
+ unit_data(79).units = "J T^-1";
+
+ unit_data(80).name = "atomic unit of mag. flux density";
+ unit_data(80).value = 2.350517464e5;
+ unit_data(80).uncertainty = 0.000000052e5;
+ unit_data(80).units = "T";
+
+ unit_data(81).name = "atomic unit of magnetizability";
+ unit_data(81).value = 7.891036607e-29;
+ unit_data(81).uncertainty = 0.000000013e-29;
+ unit_data(81).units = "J T^-2";
+
+ unit_data(82).name = "atomic unit of mass";
+ unit_data(82).value = 9.10938291e-31;
+ unit_data(82).uncertainty = 0.00000040e-31;
+ unit_data(82).units = "kg";
+
+ unit_data(83).name = "atomic unit of mom.um";
+ unit_data(83).value = 1.992851740e-24;
+ unit_data(83).uncertainty = 0.000000088e-24;
+ unit_data(83).units = "kg m s^-1";
+
+ unit_data(84).name = "atomic unit of permittivity";
+ unit_data(84).value = 1.112650056e-10;
+ unit_data(84).uncertainty = 0.0;
+ unit_data(84).units = "F m^-1";
+
+ unit_data(85).name = "atomic unit of time";
+ unit_data(85).value = 2.418884326502e-17;
+ unit_data(85).uncertainty = 0.000000000012e-17;
+ unit_data(85).units = "s";
+
+ unit_data(86).name = "atomic unit of velocity";
+ unit_data(86).value = 2.18769126379e6;
+ unit_data(86).uncertainty = 0.00000000071e6;
+ unit_data(86).units = "m s^-1";
+
+ unit_data(87).name = "characteristic impedance of vacuum";
+ unit_data(87).value = 376.730313461;
+ unit_data(87).uncertainty = 0.0;
+ unit_data(87).units = "ohm";
+
+ unit_data(88).name = "classical electron radius";
+ unit_data(88).value = 2.8179403267e-15;
+ unit_data(88).uncertainty = 0.0000000027e-15;
+ unit_data(88).units = "m";
+
+ unit_data(89).name = "conductance quantum";
+ unit_data(89).value = 7.7480917346e-5;
+ unit_data(89).uncertainty = 0.0000000025e-5;
+ unit_data(89).units = "S";
+
+ unit_data(90).name = "conventional value of Josephson constant";
+ unit_data(90).value = 483597.9e9;
+ unit_data(90).uncertainty = 0.0;
+ unit_data(90).units = "Hz V^-1";
+
+ unit_data(91).name = "conventional value of von Klitzing constant";
+ unit_data(91).value = 25812.807;
+ unit_data(91).uncertainty = 0.0;
+ unit_data(91).units = "ohm";
+
+ unit_data(92).name = "deuteron g factor";
+ unit_data(92).value = 0.8574382308;
+ unit_data(92).uncertainty = 0.0000000072;
+ unit_data(92).units = "";
+
+ unit_data(93).name = "deuteron mag. mom.";
+ unit_data(93).value = 0.433073489e-26;
+ unit_data(93).uncertainty = 0.000000010e-26;
+ unit_data(93).units = "J T^-1";
+
+ unit_data(94).name = "deuteron mag. mom. to Bohr magneton ratio";
+ unit_data(94).value = 0.4669754556e-3;
+ unit_data(94).uncertainty = 0.0000000039e-3;
+ unit_data(94).units = "";
+
+ unit_data(95).name = "deuteron mag. mom. to nuclear magneton ratio";
+ unit_data(95).value = 0.8574382308;
+ unit_data(95).uncertainty = 0.0000000072;
+ unit_data(95).units = "";
+
+ unit_data(96).name = "deuteron mass";
+ unit_data(96).value = 3.34358348e-27;
+ unit_data(96).uncertainty = 0.00000015e-27;
+ unit_data(96).units = "kg";
+
+ unit_data(97).name = "deuteron mass energy equivalent";
+ unit_data(97).value = 3.00506297e-10;
+ unit_data(97).uncertainty = 0.00000013e-10;
+ unit_data(97).units = "J";
+
+ unit_data(98).name = "deuteron mass energy equivalent in MeV";
+ unit_data(98).value = 1875.612859;
+ unit_data(98).uncertainty = 0.000041;
+ unit_data(98).units = "MeV";
+
+ unit_data(99).name = "deuteron mass in u";
+ unit_data(99).value = 2.013553212712;
+ unit_data(99).uncertainty = 0.000000000077;
+ unit_data(99).units = "u";
+
+ unit_data(100).name = "deuteron molar mass";
+ unit_data(100).value = 2.013553212712e-3;
+ unit_data(100).uncertainty = 0.000000000077e-3;
+ unit_data(100).units = "kg mol^-1";
+
+ unit_data(101).name = "deuteron rms charge radius";
+ unit_data(101).value = 2.1424e-15;
+ unit_data(101).uncertainty = 0.0021e-15;
+ unit_data(101).units = "m";
+
+ unit_data(102).name = "deuteron-electron mag. mom. ratio";
+ unit_data(102).value = -4.664345537e-4;
+ unit_data(102).uncertainty = 0.000000039e-4;
+ unit_data(102).units = "";
+
+ unit_data(103).name = "deuteron-electron mass ratio";
+ unit_data(103).value = 3670.4829652;
+ unit_data(103).uncertainty = 0.0000015;
+ unit_data(103).units = "";
+
+ unit_data(104).name = "deuteron-neutron mag. mom. ratio";
+ unit_data(104).value = -0.44820652;
+ unit_data(104).uncertainty = 0.00000011;
+ unit_data(104).units = "";
+
+ unit_data(105).name = "deuteron-proton mag. mom. ratio";
+ unit_data(105).value = 0.3070122070;
+ unit_data(105).uncertainty = 0.0000000024;
+ unit_data(105).units = "";
+
+ unit_data(106).name = "deuteron-proton mass ratio";
+ unit_data(106).value = 1.99900750097;
+ unit_data(106).uncertainty = 0.00000000018;
+ unit_data(106).units = "";
+
+ unit_data(107).name = "electric constant";
+ unit_data(107).value = 8.854187817e-12;
+ unit_data(107).uncertainty = 0.0;
+ unit_data(107).units = "F m^-1";
+
+ unit_data(108).name = "electron charge to mass quotient";
+ unit_data(108).value = -1.758820088e11;
+ unit_data(108).uncertainty = 0.000000039e11;
+ unit_data(108).units = "C kg^-1";
+
+ unit_data(109).name = "electron g factor";
+ unit_data(109).value = -2.00231930436153;
+ unit_data(109).uncertainty = 0.00000000000053;
+ unit_data(109).units = "";
+
+ unit_data(110).name = "electron gyromag. ratio";
+ unit_data(110).value = 1.760859708e11;
+ unit_data(110).uncertainty = 0.000000039e11;
+ unit_data(110).units = "s^-1 T^-1";
+
+ unit_data(111).name = "electron gyromag. ratio over 2 pi";
+ unit_data(111).value = 28024.95266;
+ unit_data(111).uncertainty = 0.00062;
+ unit_data(111).units = "MHz T^-1";
+
+ unit_data(112).name = "electron mag. mom.";
+ unit_data(112).value = -928.476430e-26;
+ unit_data(112).uncertainty = 0.000021e-26;
+ unit_data(112).units = "J T^-1";
+
+ unit_data(113).name = "electron mag. mom. anomaly";
+ unit_data(113).value = 1.15965218076e-3;
+ unit_data(113).uncertainty = 0.00000000027e-3;
+ unit_data(113).units = "";
+
+ unit_data(114).name = "electron mag. mom. to Bohr magneton ratio";
+ unit_data(114).value = -1.00115965218076;
+ unit_data(114).uncertainty = 0.00000000000027;
+ unit_data(114).units = "";
+
+ unit_data(115).name = "electron mag. mom. to nuclear magneton ratio";
+ unit_data(115).value = -1838.28197090;
+ unit_data(115).uncertainty = 0.00000075;
+ unit_data(115).units = "";
+
+ unit_data(116).name = "electron mass";
+ unit_data(116).value = 9.10938291e-31;
+ unit_data(116).uncertainty = 0.00000040e-31;
+ unit_data(116).units = "kg";
+
+ unit_data(117).name = "electron mass energy equivalent";
+ unit_data(117).value = 8.18710506e-14;
+ unit_data(117).uncertainty = 0.00000036e-14;
+ unit_data(117).units = "J";
+
+ unit_data(118).name = "electron mass energy equivalent in MeV";
+ unit_data(118).value = 0.510998928;
+ unit_data(118).uncertainty = 0.000000011;
+ unit_data(118).units = "MeV";
+
+ unit_data(119).name = "electron mass in u";
+ unit_data(119).value = 5.4857990946e-4;
+ unit_data(119).uncertainty = 0.0000000022e-4;
+ unit_data(119).units = "u";
+
+ unit_data(120).name = "electron molar mass";
+ unit_data(120).value = 5.4857990946e-7;
+ unit_data(120).uncertainty = 0.0000000022e-7;
+ unit_data(120).units = "kg mol^-1";
+
+ unit_data(121).name = "electron to alpha particle mass ratio";
+ unit_data(121).value = 1.37093355578e-4;
+ unit_data(121).uncertainty = 0.00000000055e-4;
+ unit_data(121).units = "";
+
+ unit_data(122).name = "electron to shielded helion mag. mom. ratio";
+ unit_data(122).value = 864.058257;
+ unit_data(122).uncertainty = 0.000010;
+ unit_data(122).units = "";
+
+ unit_data(123).name = "electron to shielded proton mag. mom. ratio";
+ unit_data(123).value = -658.2275971;
+ unit_data(123).uncertainty = 0.0000072;
+ unit_data(123).units = "";
+
+ unit_data(124).name = "electron volt";
+ unit_data(124).value = 1.602176565e-19;
+ unit_data(124).uncertainty = 0.000000035e-19;
+ unit_data(124).units = "J";
+
+ unit_data(125).name = "electron volt-atomic mass unit relationship";
+ unit_data(125).value = 1.073544150e-9;
+ unit_data(125).uncertainty = 0.000000024e-9;
+ unit_data(125).units = "u";
+
+ unit_data(126).name = "electron volt-hartree relationship";
+ unit_data(126).value = 3.674932379e-2;
+ unit_data(126).uncertainty = 0.000000081e-2;
+ unit_data(126).units = "E_h";
+
+ unit_data(127).name = "electron volt-hertz relationship";
+ unit_data(127).value = 2.417989348e14;
+ unit_data(127).uncertainty = 0.000000053e14;
+ unit_data(127).units = "Hz";
+
+ unit_data(128).name = "electron volt-inverse meter relationship";
+ unit_data(128).value = 8.06554429e5;
+ unit_data(128).uncertainty = 0.00000018e5;
+ unit_data(128).units = "m^-1";
+
+ unit_data(129).name = "electron volt-joule relationship";
+ unit_data(129).value = 1.602176565e-19;
+ unit_data(129).uncertainty = 0.000000035e-19;
+ unit_data(129).units = "J";
+
+ unit_data(130).name = "electron volt-kelvin relationship";
+ unit_data(130).value = 1.1604519e4;
+ unit_data(130).uncertainty = 0.0000011e4;
+ unit_data(130).units = "K";
+
+ unit_data(131).name = "electron volt-kilogram relationship";
+ unit_data(131).value = 1.782661845e-36;
+ unit_data(131).uncertainty = 0.000000039e-36;
+ unit_data(131).units = "kg";
+
+ unit_data(132).name = "electron-deuteron mag. mom. ratio";
+ unit_data(132).value = -2143.923498;
+ unit_data(132).uncertainty = 0.000018;
+ unit_data(132).units = "";
+
+ unit_data(133).name = "electron-deuteron mass ratio";
+ unit_data(133).value = 2.7244371095e-4;
+ unit_data(133).uncertainty = 0.0000000011e-4;
+ unit_data(133).units = "";
+
+ unit_data(134).name = "electron-helion mass ratio";
+ unit_data(134).value = 1.8195430761e-4;
+ unit_data(134).uncertainty = 0.0000000017e-4;
+ unit_data(134).units = "";
+
+ unit_data(135).name = "electron-muon mag. mom. ratio";
+ unit_data(135).value = 206.7669896;
+ unit_data(135).uncertainty = 0.0000052;
+ unit_data(135).units = "";
+
+ unit_data(136).name = "electron-muon mass ratio";
+ unit_data(136).value = 4.83633166e-3;
+ unit_data(136).uncertainty = 0.00000012e-3;
+ unit_data(136).units = "";
+
+ unit_data(137).name = "electron-neutron mag. mom. ratio";
+ unit_data(137).value = 960.92050;
+ unit_data(137).uncertainty = 0.00023;
+ unit_data(137).units = "";
+
+ unit_data(138).name = "electron-neutron mass ratio";
+ unit_data(138).value = 5.4386734461e-4;
+ unit_data(138).uncertainty = 0.0000000032e-4;
+ unit_data(138).units = "";
+
+ unit_data(139).name = "electron-proton mag. mom. ratio";
+ unit_data(139).value = -658.2106848;
+ unit_data(139).uncertainty = 0.0000054;
+ unit_data(139).units = "";
+
+ unit_data(140).name = "electron-proton mass ratio";
+ unit_data(140).value = 5.4461702178e-4;
+ unit_data(140).uncertainty = 0.0000000022e-4;
+ unit_data(140).units = "";
+
+ unit_data(141).name = "electron-tau mass ratio";
+ unit_data(141).value = 2.87592e-4;
+ unit_data(141).uncertainty = 0.00026e-4;
+ unit_data(141).units = "";
+
+ unit_data(142).name = "electron-triton mass ratio";
+ unit_data(142).value = 1.8192000653e-4;
+ unit_data(142).uncertainty = 0.0000000017e-4;
+ unit_data(142).units = "";
+
+ unit_data(143).name = "elementary charge";
+ unit_data(143).value = 1.602176565e-19;
+ unit_data(143).uncertainty = 0.000000035e-19;
+ unit_data(143).units = "C";
+
+ unit_data(144).name = "elementary charge over h";
+ unit_data(144).value = 2.417989348e14;
+ unit_data(144).uncertainty = 0.000000053e14;
+ unit_data(144).units = "A J^-1";
+
+ unit_data(145).name = "fine-structure constant";
+ unit_data(145).value = 7.2973525698e-3;
+ unit_data(145).uncertainty = 0.0000000024e-3;
+ unit_data(145).units = "";
+
+ unit_data(146).name = "first radiation constant";
+ unit_data(146).value = 3.74177153e-16;
+ unit_data(146).uncertainty = 0.00000017e-16;
+ unit_data(146).units = "W m^2";
+
+ unit_data(147).name = "first radiation constant for spectral radiance";
+ unit_data(147).value = 1.191042869e-16;
+ unit_data(147).uncertainty = 0.000000053e-16;
+ unit_data(147).units = "W m^2 sr^-1";
+
+ unit_data(148).name = "hartree-atomic mass unit relationship";
+ unit_data(148).value = 2.9212623246e-8;
+ unit_data(148).uncertainty = 0.0000000021e-8;
+ unit_data(148).units = "u";
+
+ unit_data(149).name = "hartree-electron volt relationship";
+ unit_data(149).value = 27.21138505;
+ unit_data(149).uncertainty = 0.00000060;
+ unit_data(149).units = "eV";
+
+ unit_data(150).name = "hartree-hertz relationship";
+ unit_data(150).value = 6.579683920729e15;
+ unit_data(150).uncertainty = 0.000000000033e15;
+ unit_data(150).units = "Hz";
+
+ unit_data(151).name = "hartree-inverse meter relationship";
+ unit_data(151).value = 2.194746313708e7;
+ unit_data(151).uncertainty = 0.000000000011e7;
+ unit_data(151).units = "m^-1";
+
+ unit_data(152).name = "hartree-joule relationship";
+ unit_data(152).value = 4.35974434e-18;
+ unit_data(152).uncertainty = 0.00000019e-18;
+ unit_data(152).units = "J";
+
+ unit_data(153).name = "hartree-kelvin relationship";
+ unit_data(153).value = 3.1577504e5;
+ unit_data(153).uncertainty = 0.0000029e5;
+ unit_data(153).units = "K";
+
+ unit_data(154).name = "hartree-kilogram relationship";
+ unit_data(154).value = 4.85086979e-35;
+ unit_data(154).uncertainty = 0.00000021e-35;
+ unit_data(154).units = "kg";
+
+ unit_data(155).name = "helion g factor";
+ unit_data(155).value = -4.255250613;
+ unit_data(155).uncertainty = 0.000000050;
+ unit_data(155).units = "";
+
+ unit_data(156).name = "helion mag. mom.";
+ unit_data(156).value = -1.074617486e-26;
+ unit_data(156).uncertainty = 0.000000027e-26;
+ unit_data(156).units = "J T^-1";
+
+ unit_data(157).name = "helion mag. mom. to Bohr magneton ratio";
+ unit_data(157).value = -1.158740958e-3;
+ unit_data(157).uncertainty = 0.000000014e-3;
+ unit_data(157).units = "";
+
+ unit_data(158).name = "helion mag. mom. to nuclear magneton ratio";
+ unit_data(158).value = -2.127625306;
+ unit_data(158).uncertainty = 0.000000025;
+ unit_data(158).units = "";
+
+ unit_data(159).name = "helion mass";
+ unit_data(159).value = 5.00641234e-27;
+ unit_data(159).uncertainty = 0.00000022e-27;
+ unit_data(159).units = "kg";
+
+ unit_data(160).name = "helion mass energy equivalent";
+ unit_data(160).value = 4.49953902e-10;
+ unit_data(160).uncertainty = 0.00000020e-10;
+ unit_data(160).units = "J";
+
+ unit_data(161).name = "helion mass energy equivalent in MeV";
+ unit_data(161).value = 2808.391482;
+ unit_data(161).uncertainty = 0.000062;
+ unit_data(161).units = "MeV";
+
+ unit_data(162).name = "helion mass in u";
+ unit_data(162).value = 3.0149322468;
+ unit_data(162).uncertainty = 0.0000000025;
+ unit_data(162).units = "u";
+
+ unit_data(163).name = "helion molar mass";
+ unit_data(163).value = 3.0149322468e-3;
+ unit_data(163).uncertainty = 0.0000000025e-3;
+ unit_data(163).units = "kg mol^-1";
+
+ unit_data(164).name = "helion-electron mass ratio";
+ unit_data(164).value = 5495.8852754;
+ unit_data(164).uncertainty = 0.0000050;
+ unit_data(164).units = "";
+
+ unit_data(165).name = "helion-proton mass ratio";
+ unit_data(165).value = 2.9931526707;
+ unit_data(165).uncertainty = 0.0000000025;
+ unit_data(165).units = "";
+
+ unit_data(166).name = "hertz-atomic mass unit relationship";
+ unit_data(166).value = 4.4398216689e-24;
+ unit_data(166).uncertainty = 0.0000000031e-24;
+ unit_data(166).units = "u";
+
+ unit_data(167).name = "hertz-electron volt relationship";
+ unit_data(167).value = 4.135667516e-15;
+ unit_data(167).uncertainty = 0.000000091e-15;
+ unit_data(167).units = "eV";
+
+ unit_data(168).name = "hertz-hartree relationship";
+ unit_data(168).value = 1.5198298460045e-16;
+ unit_data(168).uncertainty = 0.0000000000076e-16;
+ unit_data(168).units = "E_h";
+
+ unit_data(169).name = "hertz-inverse meter relationship";
+ unit_data(169).value = 3.335640951e-9;
+ unit_data(169).uncertainty = 0.0;
+ unit_data(169).units = "m^-1";
+
+ unit_data(170).name = "hertz-joule relationship";
+ unit_data(170).value = 6.62606957e-34;
+ unit_data(170).uncertainty = 0.00000029e-34;
+ unit_data(170).units = "J";
+
+ unit_data(171).name = "hertz-kelvin relationship";
+ unit_data(171).value = 4.7992434e-11;
+ unit_data(171).uncertainty = 0.0000044e-11;
+ unit_data(171).units = "K";
+
+ unit_data(172).name = "hertz-kilogram relationship";
+ unit_data(172).value = 7.37249668e-51;
+ unit_data(172).uncertainty = 0.00000033e-51;
+ unit_data(172).units = "kg";
+
+ unit_data(173).name = "inverse fine-structure constant";
+ unit_data(173).value = 137.035999074;
+ unit_data(173).uncertainty = 0.000000044;
+ unit_data(173).units = "";
+
+ unit_data(174).name = "inverse meter-atomic mass unit relationship";
+ unit_data(174).value = 1.33102505120e-15;
+ unit_data(174).uncertainty = 0.00000000094e-15;
+ unit_data(174).units = "u";
+
+ unit_data(175).name = "inverse meter-electron volt relationship";
+ unit_data(175).value = 1.239841930e-6;
+ unit_data(175).uncertainty = 0.000000027e-6;
+ unit_data(175).units = "eV";
+
+ unit_data(176).name = "inverse meter-hartree relationship";
+ unit_data(176).value = 4.556335252755e-8;
+ unit_data(176).uncertainty = 0.000000000023e-8;
+ unit_data(176).units = "E_h";
+
+ unit_data(177).name = "inverse meter-hertz relationship";
+ unit_data(177).value = 299792458;
+ unit_data(177).uncertainty = 0.0;
+ unit_data(177).units = "Hz";
+
+ unit_data(178).name = "inverse meter-joule relationship";
+ unit_data(178).value = 1.986445684e-25;
+ unit_data(178).uncertainty = 0.000000088e-25;
+ unit_data(178).units = "J";
+
+ unit_data(179).name = "inverse meter-kelvin relationship";
+ unit_data(179).value = 1.4387770e-2;
+ unit_data(179).uncertainty = 0.0000013e-2;
+ unit_data(179).units = "K";
+
+ unit_data(180).name = "inverse meter-kilogram relationship";
+ unit_data(180).value = 2.210218902e-42;
+ unit_data(180).uncertainty = 0.000000098e-42;
+ unit_data(180).units = "kg";
+
+ unit_data(181).name = "inverse of conductance quantum";
+ unit_data(181).value = 12906.4037217;
+ unit_data(181).uncertainty = 0.0000042;
+ unit_data(181).units = "ohm";
+
+ unit_data(182).name = "joule-atomic mass unit relationship";
+ unit_data(182).value = 6.70053585e9;
+ unit_data(182).uncertainty = 0.00000030e9;
+ unit_data(182).units = "u";
+
+ unit_data(183).name = "joule-electron volt relationship";
+ unit_data(183).value = 6.24150934e18;
+ unit_data(183).uncertainty = 0.00000014e18;
+ unit_data(183).units = "eV";
+
+ unit_data(184).name = "joule-hartree relationship";
+ unit_data(184).value = 2.29371248e17;
+ unit_data(184).uncertainty = 0.00000010e17;
+ unit_data(184).units = "E_h";
+
+ unit_data(185).name = "joule-hertz relationship";
+ unit_data(185).value = 1.509190311e33;
+ unit_data(185).uncertainty = 0.000000067e33;
+ unit_data(185).units = "Hz";
+
+ unit_data(186).name = "joule-inverse meter relationship";
+ unit_data(186).value = 5.03411701e24;
+ unit_data(186).uncertainty = 0.00000022e24;
+ unit_data(186).units = "m^-1";
+
+ unit_data(187).name = "joule-kelvin relationship";
+ unit_data(187).value = 7.2429716e22;
+ unit_data(187).uncertainty = 0.0000066e22;
+ unit_data(187).units = "K";
+
+ unit_data(188).name = "joule-kilogram relationship";
+ unit_data(188).value = 1.112650056e-17;
+ unit_data(188).uncertainty = 0.0;
+ unit_data(188).units = "kg";
+
+ unit_data(189).name = "kelvin-atomic mass unit relationship";
+ unit_data(189).value = 9.2510868e-14;
+ unit_data(189).uncertainty = 0.0000084e-14;
+ unit_data(189).units = "u";
+
+ unit_data(190).name = "kelvin-electron volt relationship";
+ unit_data(190).value = 8.6173324e-5;
+ unit_data(190).uncertainty = 0.0000078e-5;
+ unit_data(190).units = "eV";
+
+ unit_data(191).name = "kelvin-hartree relationship";
+ unit_data(191).value = 3.1668114e-6;
+ unit_data(191).uncertainty = 0.0000029e-6;
+ unit_data(191).units = "E_h";
+
+ unit_data(192).name = "kelvin-hertz relationship";
+ unit_data(192).value = 2.0836618e10;
+ unit_data(192).uncertainty = 0.0000019e10;
+ unit_data(192).units = "Hz";
+
+ unit_data(193).name = "kelvin-inverse meter relationship";
+ unit_data(193).value = 69.503476;
+ unit_data(193).uncertainty = 0.000063;
+ unit_data(193).units = "m^-1";
+
+ unit_data(194).name = "kelvin-joule relationship";
+ unit_data(194).value = 1.3806488e-23;
+ unit_data(194).uncertainty = 0.0000013e-23;
+ unit_data(194).units = "J";
+
+ unit_data(195).name = "kelvin-kilogram relationship";
+ unit_data(195).value = 1.5361790e-40;
+ unit_data(195).uncertainty = 0.0000014e-40;
+ unit_data(195).units = "kg";
+
+ unit_data(196).name = "kilogram-atomic mass unit relationship";
+ unit_data(196).value = 6.02214129e26;
+ unit_data(196).uncertainty = 0.00000027e26;
+ unit_data(196).units = "u";
+
+ unit_data(197).name = "kilogram-electron volt relationship";
+ unit_data(197).value = 5.60958885e35;
+ unit_data(197).uncertainty = 0.00000012e35;
+ unit_data(197).units = "eV";
+
+ unit_data(198).name = "kilogram-hartree relationship";
+ unit_data(198).value = 2.061485968e34;
+ unit_data(198).uncertainty = 0.000000091e34;
+ unit_data(198).units = "E_h";
+
+ unit_data(199).name = "kilogram-hertz relationship";
+ unit_data(199).value = 1.356392608e50;
+ unit_data(199).uncertainty = 0.000000060e50;
+ unit_data(199).units = "Hz";
+
+ unit_data(200).name = "kilogram-inverse meter relationship";
+ unit_data(200).value = 4.52443873e41;
+ unit_data(200).uncertainty = 0.00000020e41;
+ unit_data(200).units = "m^-1";
+
+ unit_data(201).name = "kilogram-joule relationship";
+ unit_data(201).value = 8.987551787e16;
+ unit_data(201).uncertainty = 0.0;
+ unit_data(201).units = "J";
+
+ unit_data(202).name = "kilogram-kelvin relationship";
+ unit_data(202).value = 6.5096582e39;
+ unit_data(202).uncertainty = 0.0000059e39;
+ unit_data(202).units = "K";
+
+ unit_data(203).name = "lattice parameter of silicon";
+ unit_data(203).value = 543.1020504e-12;
+ unit_data(203).uncertainty = 0.0000089e-12;
+ unit_data(203).units = "m";
+
+ unit_data(204).name = "mag. constant";
+ unit_data(204).value = 12.566370614e-7;
+ unit_data(204).uncertainty = 0.0;
+ unit_data(204).units = "N A^-2";
+
+ unit_data(205).name = "mag. flux quantum";
+ unit_data(205).value = 2.067833758e-15;
+ unit_data(205).uncertainty = 0.000000046e-15;
+ unit_data(205).units = "Wb";
+
+ unit_data(206).name = "molar Planck constant";
+ unit_data(206).value = 3.9903127176e-10;
+ unit_data(206).uncertainty = 0.0000000028e-10;
+ unit_data(206).units = "J s mol^-1";
+
+ unit_data(207).name = "molar Planck constant times c";
+ unit_data(207).value = 0.119626565779;
+ unit_data(207).uncertainty = 0.000000000084;
+ unit_data(207).units = "J m mol^-1";
+
+ unit_data(208).name = "molar gas constant";
+ unit_data(208).value = 8.3144621;
+ unit_data(208).uncertainty = 0.0000075;
+ unit_data(208).units = "J mol^-1 K^-1";
+
+ unit_data(209).name = "molar mass constant";
+ unit_data(209).value = 1e-3;
+ unit_data(209).uncertainty = 0.0;
+ unit_data(209).units = "kg mol^-1";
+
+ unit_data(210).name = "molar mass of carbon-12";
+ unit_data(210).value = 12e-3;
+ unit_data(210).uncertainty = 0.0;
+ unit_data(210).units = "kg mol^-1";
+
+ unit_data(211).name = "molar volume of ideal gas (273.15 K, 100 kPa)";
+ unit_data(211).value = 22.710953e-3;
+ unit_data(211).uncertainty = 0.000021e-3;
+ unit_data(211).units = "m^3 mol^-1";
+
+ unit_data(212).name = "molar volume of ideal gas (273.15 K, 101.325 kPa)";
+ unit_data(212).value = 22.413968e-3;
+ unit_data(212).uncertainty = 0.000020e-3;
+ unit_data(212).units = "m^3 mol^-1";
+
+ unit_data(213).name = "molar volume of silicon";
+ unit_data(213).value = 12.05883301e-6;
+ unit_data(213).uncertainty = 0.00000080e-6;
+ unit_data(213).units = "m^3 mol^-1";
+
+ unit_data(214).name = "muon Compton wavelength";
+ unit_data(214).value = 11.73444103e-15;
+ unit_data(214).uncertainty = 0.00000030e-15;
+ unit_data(214).units = "m";
+
+ unit_data(215).name = "muon Compton wavelength over 2 pi";
+ unit_data(215).value = 1.867594294e-15;
+ unit_data(215).uncertainty = 0.000000047e-15;
+ unit_data(215).units = "m";
+
+ unit_data(216).name = "muon g factor";
+ unit_data(216).value = -2.0023318418;
+ unit_data(216).uncertainty = 0.0000000013;
+ unit_data(216).units = "";
+
+ unit_data(217).name = "muon mag. mom.";
+ unit_data(217).value = -4.49044807e-26;
+ unit_data(217).uncertainty = 0.00000015e-26;
+ unit_data(217).units = "J T^-1";
+
+ unit_data(218).name = "muon mag. mom. anomaly";
+ unit_data(218).value = 1.16592091e-3;
+ unit_data(218).uncertainty = 0.00000063e-3;
+ unit_data(218).units = "";
+
+ unit_data(219).name = "muon mag. mom. to Bohr magneton ratio";
+ unit_data(219).value = -4.84197044e-3;
+ unit_data(219).uncertainty = 0.00000012e-3;
+ unit_data(219).units = "";
+
+ unit_data(220).name = "muon mag. mom. to nuclear magneton ratio";
+ unit_data(220).value = -8.89059697;
+ unit_data(220).uncertainty = 0.00000022;
+ unit_data(220).units = "";
+
+ unit_data(221).name = "muon mass";
+ unit_data(221).value = 1.883531475e-28;
+ unit_data(221).uncertainty = 0.000000096e-28;
+ unit_data(221).units = "kg";
+
+ unit_data(222).name = "muon mass energy equivalent";
+ unit_data(222).value = 1.692833667e-11;
+ unit_data(222).uncertainty = 0.000000086e-11;
+ unit_data(222).units = "J";
+
+ unit_data(223).name = "muon mass energy equivalent in MeV";
+ unit_data(223).value = 105.6583715;
+ unit_data(223).uncertainty = 0.0000035;
+ unit_data(223).units = "MeV";
+
+ unit_data(224).name = "muon mass in u";
+ unit_data(224).value = 0.1134289267;
+ unit_data(224).uncertainty = 0.0000000029;
+ unit_data(224).units = "u";
+
+ unit_data(225).name = "muon molar mass";
+ unit_data(225).value = 0.1134289267e-3;
+ unit_data(225).uncertainty = 0.0000000029e-3;
+ unit_data(225).units = "kg mol^-1";
+
+ unit_data(226).name = "muon-electron mass ratio";
+ unit_data(226).value = 206.7682843;
+ unit_data(226).uncertainty = 0.0000052;
+ unit_data(226).units = "";
+
+ unit_data(227).name = "muon-neutron mass ratio";
+ unit_data(227).value = 0.1124545177;
+ unit_data(227).uncertainty = 0.0000000028;
+ unit_data(227).units = "";
+
+ unit_data(228).name = "muon-proton mag. mom. ratio";
+ unit_data(228).value = -3.183345107;
+ unit_data(228).uncertainty = 0.000000084;
+ unit_data(228).units = "";
+
+ unit_data(229).name = "muon-proton mass ratio";
+ unit_data(229).value = 0.1126095272;
+ unit_data(229).uncertainty = 0.0000000028;
+ unit_data(229).units = "";
+
+ unit_data(230).name = "muon-tau mass ratio";
+ unit_data(230).value = 5.94649e-2;
+ unit_data(230).uncertainty = 0.00054e-2;
+ unit_data(230).units = "";
+
+ unit_data(231).name = "natural unit of action";
+ unit_data(231).value = 1.054571726e-34;
+ unit_data(231).uncertainty = 0.000000047e-34;
+ unit_data(231).units = "J s";
+
+ unit_data(232).name = "natural unit of action in eV s";
+ unit_data(232).value = 6.58211928e-16;
+ unit_data(232).uncertainty = 0.00000015e-16;
+ unit_data(232).units = "eV s";
+
+ unit_data(233).name = "natural unit of energy";
+ unit_data(233).value = 8.18710506e-14;
+ unit_data(233).uncertainty = 0.00000036e-14;
+ unit_data(233).units = "J";
+
+ unit_data(234).name = "natural unit of energy in MeV";
+ unit_data(234).value = 0.510998928;
+ unit_data(234).uncertainty = 0.000000011;
+ unit_data(234).units = "MeV";
+
+ unit_data(235).name = "natural unit of length";
+ unit_data(235).value = 386.15926800e-15;
+ unit_data(235).uncertainty = 0.00000025e-15;
+ unit_data(235).units = "m";
+
+ unit_data(236).name = "natural unit of mass";
+ unit_data(236).value = 9.10938291e-31;
+ unit_data(236).uncertainty = 0.00000040e-31;
+ unit_data(236).units = "kg";
+
+ unit_data(237).name = "natural unit of mom.um";
+ unit_data(237).value = 2.73092429e-22;
+ unit_data(237).uncertainty = 0.00000012e-22;
+ unit_data(237).units = "kg m s^-1";
+
+ unit_data(238).name = "natural unit of mom.um in MeV/c";
+ unit_data(238).value = 0.510998928;
+ unit_data(238).uncertainty = 0.000000011;
+ unit_data(238).units = "MeV/c";
+
+ unit_data(239).name = "natural unit of time";
+ unit_data(239).value = 1.28808866833e-21;
+ unit_data(239).uncertainty = 0.00000000083e-21;
+ unit_data(239).units = "s";
+
+ unit_data(240).name = "natural unit of velocity";
+ unit_data(240).value = 299792458;
+ unit_data(240).uncertainty = 0.0;
+ unit_data(240).units = "m s^-1";
+
+ unit_data(241).name = "neutron Compton wavelength";
+ unit_data(241).value = 1.3195909068e-15;
+ unit_data(241).uncertainty = 0.0000000011e-15;
+ unit_data(241).units = "m";
+
+ unit_data(242).name = "neutron Compton wavelength over 2 pi";
+ unit_data(242).value = 0.21001941568e-15;
+ unit_data(242).uncertainty = 0.00000000017e-15;
+ unit_data(242).units = "m";
+
+ unit_data(243).name = "neutron g factor";
+ unit_data(243).value = -3.82608545;
+ unit_data(243).uncertainty = 0.00000090;
+ unit_data(243).units = "";
+
+ unit_data(244).name = "neutron gyromag. ratio";
+ unit_data(244).value = 1.83247179e8;
+ unit_data(244).uncertainty = 0.00000043e8;
+ unit_data(244).units = "s^-1 T^-1";
+
+ unit_data(245).name = "neutron gyromag. ratio over 2 pi";
+ unit_data(245).value = 29.1646943;
+ unit_data(245).uncertainty = 0.0000069;
+ unit_data(245).units = "MHz T^-1";
+
+ unit_data(246).name = "neutron mag. mom.";
+ unit_data(246).value = -0.96623647e-26;
+ unit_data(246).uncertainty = 0.00000023e-26;
+ unit_data(246).units = "J T^-1";
+
+ unit_data(247).name = "neutron mag. mom. to Bohr magneton ratio";
+ unit_data(247).value = -1.04187563e-3;
+ unit_data(247).uncertainty = 0.00000025e-3;
+ unit_data(247).units = "";
+
+ unit_data(248).name = "neutron mag. mom. to nuclear magneton ratio";
+ unit_data(248).value = -1.91304272;
+ unit_data(248).uncertainty = 0.00000045;
+ unit_data(248).units = "";
+
+ unit_data(249).name = "neutron mass";
+ unit_data(249).value = 1.674927351e-27;
+ unit_data(249).uncertainty = 0.000000074e-27;
+ unit_data(249).units = "kg";
+
+ unit_data(250).name = "neutron mass energy equivalent";
+ unit_data(250).value = 1.505349631e-10;
+ unit_data(250).uncertainty = 0.000000066e-10;
+ unit_data(250).units = "J";
+
+ unit_data(251).name = "neutron mass energy equivalent in MeV";
+ unit_data(251).value = 939.565379;
+ unit_data(251).uncertainty = 0.000021;
+ unit_data(251).units = "MeV";
+
+ unit_data(252).name = "neutron mass in u";
+ unit_data(252).value = 1.00866491600;
+ unit_data(252).uncertainty = 0.00000000043;
+ unit_data(252).units = "u";
+
+ unit_data(253).name = "neutron molar mass";
+ unit_data(253).value = 1.00866491600e-3;
+ unit_data(253).uncertainty = 0.00000000043e-3;
+ unit_data(253).units = "kg mol^-1";
+
+ unit_data(254).name = "neutron to shielded proton mag. mom. ratio";
+ unit_data(254).value = -0.68499694;
+ unit_data(254).uncertainty = 0.00000016;
+ unit_data(254).units = "";
+
+ unit_data(255).name = "neutron-electron mag. mom. ratio";
+ unit_data(255).value = 1.04066882e-3;
+ unit_data(255).uncertainty = 0.00000025e-3;
+ unit_data(255).units = "";
+
+ unit_data(256).name = "neutron-electron mass ratio";
+ unit_data(256).value = 1838.6836605;
+ unit_data(256).uncertainty = 0.0000011;
+ unit_data(256).units = "";
+
+ unit_data(257).name = "neutron-muon mass ratio";
+ unit_data(257).value = 8.89248400;
+ unit_data(257).uncertainty = 0.00000022;
+ unit_data(257).units = "";
+
+ unit_data(258).name = "neutron-proton mag. mom. ratio";
+ unit_data(258).value = -0.68497934;
+ unit_data(258).uncertainty = 0.00000016;
+ unit_data(258).units = "";
+
+ unit_data(259).name = "neutron-proton mass difference";
+ unit_data(259).value = 2.30557392e-30;
+ unit_data(259).uncertainty = 0.00000076e-30;
+ unit_data(259).units = "";
+
+ unit_data(260).name = "neutron-proton mass difference energy equivalent";
+ unit_data(260).value = 2.07214650e-13;
+ unit_data(260).uncertainty = 0.00000068e-13;
+ unit_data(260).units = "";
+
+ unit_data(261).name = "neutron-proton mass difference energy equivalent in MeV";
+ unit_data(261).value = 1.29333217;
+ unit_data(261).uncertainty = 0.00000042;
+ unit_data(261).units = "";
+
+ unit_data(262).name = "neutron-proton mass difference in u";
+ unit_data(262).value = 0.00138844919;
+ unit_data(262).uncertainty = 0.00000000045;
+ unit_data(262).units = "";
+
+ unit_data(263).name = "neutron-proton mass ratio";
+ unit_data(263).value = 1.00137841917;
+ unit_data(263).uncertainty = 0.00000000045;
+ unit_data(263).units = "";
+
+ unit_data(264).name = "neutron-tau mass ratio";
+ unit_data(264).value = 0.528790;
+ unit_data(264).uncertainty = 0.000048;
+ unit_data(264).units = "";
+
+ unit_data(265).name = "nuclear magneton";
+ unit_data(265).value = 5.05078353e-27;
+ unit_data(265).uncertainty = 0.00000011e-27;
+ unit_data(265).units = "J T^-1";
+
+ unit_data(266).name = "nuclear magneton in K/T";
+ unit_data(266).value = 3.6582682e-4;
+ unit_data(266).uncertainty = 0.0000033e-4;
+ unit_data(266).units = "K T^-1";
+
+ unit_data(267).name = "nuclear magneton in MHz/T";
+ unit_data(267).value = 7.62259357;
+ unit_data(267).uncertainty = 0.00000017;
+ unit_data(267).units = "MHz T^-1";
+
+ unit_data(268).name = "nuclear magneton in eV/T";
+ unit_data(268).value = 3.1524512605e-8;
+ unit_data(268).uncertainty = 0.0000000022e-8;
+ unit_data(268).units = "eV T^-1";
+
+ unit_data(269).name = "nuclear magneton in inverse meters per tesla";
+ unit_data(269).value = 2.542623527e-2;
+ unit_data(269).uncertainty = 0.000000056e-2;
+ unit_data(269).units = "m^-1 T^-1";
+
+ unit_data(270).name = "proton Compton wavelength";
+ unit_data(270).value = 1.32140985623e-15;
+ unit_data(270).uncertainty = 0.00000000094e-15;
+ unit_data(270).units = "m";
+
+ unit_data(271).name = "proton Compton wavelength over 2 pi";
+ unit_data(271).value = 0.21030891047e-15;
+ unit_data(271).uncertainty = 0.00000000015e-15;
+ unit_data(271).units = "m";
+
+ unit_data(272).name = "proton charge to mass quotient";
+ unit_data(272).value = 9.57883358e7;
+ unit_data(272).uncertainty = 0.00000021e7;
+ unit_data(272).units = "C kg^-1";
+
+ unit_data(273).name = "proton g factor";
+ unit_data(273).value = 5.585694713;
+ unit_data(273).uncertainty = 0.000000046;
+ unit_data(273).units = "";
+
+ unit_data(274).name = "proton gyromag. ratio";
+ unit_data(274).value = 2.675222005e8;
+ unit_data(274).uncertainty = 0.000000063e8;
+ unit_data(274).units = "s^-1 T^-1";
+
+ unit_data(275).name = "proton gyromag. ratio over 2 pi";
+ unit_data(275).value = 42.5774806;
+ unit_data(275).uncertainty = 0.0000010;
+ unit_data(275).units = "MHz T^-1";
+
+ unit_data(276).name = "proton mag. mom.";
+ unit_data(276).value = 1.410606743e-26;
+ unit_data(276).uncertainty = 0.000000033e-26;
+ unit_data(276).units = "J T^-1";
+
+ unit_data(277).name = "proton mag. mom. to Bohr magneton ratio";
+ unit_data(277).value = 1.521032210e-3;
+ unit_data(277).uncertainty = 0.000000012e-3;
+ unit_data(277).units = "";
+
+ unit_data(278).name = "proton mag. mom. to nuclear magneton ratio";
+ unit_data(278).value = 2.792847356;
+ unit_data(278).uncertainty = 0.000000023;
+ unit_data(278).units = "";
+
+ unit_data(279).name = "proton mag. shielding correction";
+ unit_data(279).value = 25.694e-6;
+ unit_data(279).uncertainty = 0.014e-6;
+ unit_data(279).units = "";
+
+ unit_data(280).name = "proton mass";
+ unit_data(280).value = 1.672621777e-27;
+ unit_data(280).uncertainty = 0.000000074e-27;
+ unit_data(280).units = "kg";
+
+ unit_data(281).name = "proton mass energy equivalent";
+ unit_data(281).value = 1.503277484e-10;
+ unit_data(281).uncertainty = 0.000000066e-10;
+ unit_data(281).units = "J";
+
+ unit_data(282).name = "proton mass energy equivalent in MeV";
+ unit_data(282).value = 938.272046;
+ unit_data(282).uncertainty = 0.000021;
+ unit_data(282).units = "MeV";
+
+ unit_data(283).name = "proton mass in u";
+ unit_data(283).value = 1.007276466812;
+ unit_data(283).uncertainty = 0.000000000090;
+ unit_data(283).units = "u";
+
+ unit_data(284).name = "proton molar mass";
+ unit_data(284).value = 1.007276466812e-3;
+ unit_data(284).uncertainty = 0.000000000090e-3;
+ unit_data(284).units ...
[truncated message content] |
