;
AHc           @   s  d  Z  d k l Z d Z e d d  Z d e _  d e _  e d e d d  Z d	 e _  e d e d d  Z e d
 d  Z d e _  e d d  Z d e _  e d d  Z	 d e	 _  e d d  Z
 d e
 _  e d d  Z d e _  e d d  Z d e _  e d d  Z d e _  e d d  Z d e _  e d  d!  Z d" e _  e d# d$  Z d% e _  e d& d'  Z d( e _  e Z e d) d*  Z d+ e _  e d) d*  Z e d, d-  Z d. e _  e d/ d0  Z d1 e _  e d2 d  Z d3 e _  e d4 d5  Z d6 e _  e d7 d8  Z d9 e _  e d: d5  Z d; e _  e d< d8  Z d= e _  d> Z e d? d@  Z dA e _  e d? d@  Z e dB d!  Z dC e _  e dD dE  Z  dF e  _  e dG dH  Z! dI e! _  e dJ dK  Z" dL e" _  e dM dK  Z# dN e# _  e dO dP  Z$ dQ e$ _  dR Z% e dS d  Z& dT e& _  e dU dV  Z' dW e' _  e dX dE  Z( dY e( _  e dZ d[  Z) d\ e) _  d] Z* d^ Z+ d_ Z, d` Z- da Z. db Z/ e dc dd  Z0 de e0 _  e df dg  Z1 dh e1 _  e di d!  Z2 dj e2 _  e dk d!  Z3 dl e3 _  e dm dn  Z4 do e4 _  e dp d5  Z5 dq e5 _  dr Z6 ds Z7 dt Z8 du Z9 dv Z: dw Z; dx Z< dy Z= dz Z> d{ Z? e d| d}  Z@ d~ e@ _  e d d  ZA d eA _  e d dV  ZB d eB _  e d dE  ZC d eC _  e d d[  ZD d eD _  d ZE d ZF d ZG d ZH e d dg  ZI d eI _  e d d!  ZJ d eJ _  e d d5  ZK d eK _  d ZL d ZM d ZN d ZO d ZP e d d  ZQ d eQ _  e d dV  ZR d eR _  e d dE  ZS d eS _  e d d[  ZT d eT _  d ZU d ZV d ZW d ZX e d dg  ZY d eY _  e d d!  ZZ d eZ _  e d d  Z[ d e[ _  e d dV  Z\ d e\ _  e d dE  Z] d e] _  e d d[  Z^ d e^ _  d Z_ d Z` d Za d Zb e d dd  Zc d ec _  e d dg  Zd d ed _  e d d!  Ze d ee _  e d d5  Zf d ef _  d Zg d Zh d Zi d Zj e d d5  Zk d ek _  d Zl d Zm d Zn e d d}  Zo d eo _  e d d}  Zp d ep _  e d d  Zq d eq _  e d dV  Zr d er _  e d dE  Zs d es _  e d d[  Zt d et _  d Zu d Zv d Zw d Zx e d dg  Zy d ey _  e d d!  Zz d ez _  e d d5  Z{ d e{ _  d Z| d Z} d Z~ d Z d Z d Z e d d}  Z d e _  e d d  Z d e _  e d dV  Z d e _  e d dE  Z d e _  e d d[  Z d e _  d Z d Z e d dg  Z d e _  e d d5  Z d e _  d Z d Z d Z d Z d Z e d d  Z d e _  e d dV  Z d e _  e d dE  Z d e _  e d d[  Z d e _  d Z d Z e d dg  Z d e _  e d d5  Z de _  dZ dZ dZ dZ e dd}  Z de _  e dd  Z d	e _  e d
dV  Z de _  e ddE  Z de _  e dd[  Z de _  dZ dZ e ddg  Z de _  e dd Z de _  e dd Z e dd  ZA deA _  eA Z e ddE  ZC deC _  e dd[  ZD deD _  e dd Z de _  e d d! Z d"e _  e d#d$ Z d%e _  e d&d' Z d(e _  e d)d* Z d+e _  e d,d- Z d.e _  e d/d0 Z d1e _  e d2d0 Z d3e _  d4Z d5Z e d6d7 Z d8e _  e d9d: Z d;e _  e d<d= Z d>e _  e d?d@ Z dAe _  e dBd@ Z dCe _  dDS(E  st   Module with physical constants for use with ipython, profile
"physics".

Definition of Fundamental Physical Constants, CODATA Recommended Values

Source, Peter J. Mohr and Barry N. Taylor,  
CODATA Recommended Values of the Fundamental
Physical Constants, 1998                    
                                            
Website: physics.nist.gov/constants         
(   s   PhysicalQuantityInteractivef3.1415926535897931iJxs   m/ss   speed of light in vacuumi   f9.9999999999999995e-08s   N/(A**2)s   magnetic constantf8.8541878170000005e-12s   F/ms   electric constant f376.73031346099998s   ohms#   characteristic impedance of vacuum f6.6729999999999999e-11s   m**3/(kg*s**2)s%   Newtonian constant of gravitation    f6.6260687599999996e-34s   J*ss   Planck constant    f4.1356672700000001e-15s   eV*ss   Planck constant in eVs  f1.054571596e-34s   Hbarf6.5821188900000004e-16s
   Hbar in eVf2.1766999999999999e-08s   kgs   Planck massf	1.616e-35s   ms   Planck length  f5.3906000000000004e-44s   ss   Planck time f1.6021764620000001e-19s   Cs   elementary chargef2.067833636e-15s   Wbs   magnetic flux quantum f7.7480916960000006e-05s   Ss   conductance quantum f483597898000000.0s   Hz/Vs   Josephson constantf25812.807572000002s   von Klitzing constantf9.2740089900000002e-24s   J/Ts   Bohr magnetonf5.7883817489999998e-05s   eV/Ts   Bohr magneton in eV T-1f5.0507831700000002e-27s   nuclear magneton f3.152451238e-08s    nuclear magneton in eV T-1      f0.007297352533f10973731.568549s   1/ms   Rydberg constant  f5.2917720829999998e-11s   Bohr radius f4.3597438099999999e-18s   Js   Hartree energy f27.211383399999999s   eVs   Hartree energy in eV    f0.00036369475159999997s   m**2/ss!   quantum of circulation   h/(2me) f0.00072738950319999995s    quantum of circulation   h/(me) f1.16639e-05s   1/GeV**2s   Fermi coupling constant    f0.22239999999999999f9.1093818800000006e-31s   electron mass    f0.00054857991100000004s   amus7   electron mass (electron relative atomic mass times amu)f8.1871041400000004e-14s%   electron mass - energy equivalent    f0.51099890199999998s   MeVs(   electron mass - energy equivalent in MeVf0.0048363321000000001f0.00028755499999999999f0.00054461702320000003f0.00054386734620000005f0.00027244371170000002f0.00013709335610999999f-175882017400.0s   C/kgs$   electron charge to mass quotient    f5.48579911e-07s   kg/mols   electron molar mass     f2.426310215e-12s   Compton wavelength f2.8179402850000001e-15s   classical electron radius  f6.6524585400000005e-29s   m**2s   Thomson cross section f-9.2847636200000004e-24s   electron magnetic moment    f-1.0011596521869f-1838.281966f0.0011596521869f-2.0023193043737f206.76697200000001f-658.21068749999995f-658.22759540000004f960.92049999999995f-2143.9234980000001f864.05825500000003f176085979400.0s   1/(s*T)s   electron gyromagnetic ratio f1.88353109e-28s   muon mass    f0.1134289168s4   muon mass in muon relative atomic mass times amu    f1.6928333200000001e-11s   energy equivalent    f105.65835680000001s   energy equivalent in MeV f206.7682657f0.059457200000000002f0.1126095173f0.1124545079f0.0001134289168s   muon molar mass f1.1734441969999999e-14s   muon Compton wavelength f-4.4904481299999999e-26s   muon magnetic moment    f-0.0048419708500000002f-8.8905977000000007f0.0011659160200000001f-2.0023318319999999f-3.1833453899999999f3.1678800000000001e-27s   tau mass    f1.90774s1   tau mass  (tau relative atomic mass times amu)   f2.8471499999999998e-10s   tau mass energy equivalent    f1777.05s"   tau mass energy equivalent in MeV f3477.5999999999999f16.8188f1.8939600000000001f1.8913500000000001f
0.00190774s   tau molar mass f6.9769999999999998e-16s   tau Compton wavelength    f1.67262158e-27s   proton mass  f1.0072764668800001s5   proton mass (proton relative atomic mass times amu)  f1.50327731e-10s   energy equivalent   f938.27199800000005s   energy equivalent in MeV  f1836.1526675f8.8802440800000007f0.52799399999999996f0.99862347855f95788340.799999997s"   proton charge to mass quotient    f0.00100727646688s   proton molar mass f1.321409847e-15s!   proton Compton wavelength h/mpc  f1.4106066330000001e-26s   proton magnetic moment   f0.0015210322029999999f2.792847337f5.5856946750000001f-1.4598980500000001f1.4105703990000001e-26s5   shielded proton magnetic moment  (H2O, sphere, 25  C)f0.0015209931319999999f2.7927755969999999f
2.5687e-05f267522212.0s   proton gyromagnetic ratio f267515341.0s7   shielded proton gyromagnetic ratio (H2O, sphere, 25  C)f1.6749271600000001e-27s   neutron mass  f1.0086649157800001s6   neutron mass (neutron relative atomic mass times amu) f1.5053494599999999e-10s    neutron mass energy equivalent  f939.56533000000002s(   neutron mass energy equivalent  in MeV  f1838.683655f8.8924847800000002f0.52872200000000003f1.0013784188699999f0.0010086649157800001s   neutron molar mass  f1.319590898e-15s   neutron Compton wavelengthf9.6623639999999996e-27s   neutron magnetic moment f-0.0010418756299999999f-1.91304272f-3.8260854499999999f0.00104066882f0.68497934000000005f
0.68499694f183247188.0s   neutron gyromagnetic ratio f3.3435830899999998e-27s   deuteron mass f2.0135532127100002s9   deuteron mass (deuteron relative atomic mass times amu)  f3.0050626200000001e-10s    deuteron mass energy equivalent f1875.612762s(   deuteron mass energy equivalent in MeV  f3670.4829549999999f1.9990075008299999f0.0020135532127100002s   deuteron molar mass f4.3307345699999999e-27s   deuteron magnetic moment  f0.00046697545560000001f0.85743822839999995f-0.00046643455370000002f0.30701220829999998f
0.44820652f5.0064117399999997e-27s   helion mass f3.0149322346899998s5   helion mass (helion relative atomic mass times amu)  f4.4995384799999998e-10s   helion mass energy equivalent f2808.3913200000002s%   helion mass energy equivalent in MeV f5495.8852379999998f2.9931526585000001f0.0030149322346900002s   helion molar mass f-1.0745529670000001e-26s4   shielded helion magnetic moment (gas, sphere, 25  C)f-0.0011586714740000001f-2.1274977179999999f0.76176656300000001f0.76178613129999995f203789476.40000001s3   shielded helion gyromagnetic  (gas, sphere, 25  C) f6.6446559800000003e-27s   alpha particle mass  f4.0015061747000003sD   alpha particle mass (alpha particle relative atomic mass times amu) f5.9719189700000004e-10s'   alpha particle mass energy equivalent  f3727.3790399999998s.   alpha particle mass energy equivalent in MeV  f7294.2995080000001f3.9725996846f0.0040015061747000003s   alpha particle molar massf6.02214199e+23s   1/mols   Avogadro constant  f1.6605387300000001e-27s=   atomic mass constant mu = 112m(12C) = 1 u = 10E-3 kg mol-1/NAf1.49241778e-10s-   energy equivalent of the atomic mass constantf
931.494013s5   energy equivalent of the atomic mass constant in MeV f96485.341499999995s   C/mols   Faraday constantf3.9903126890000001e-10s   J*s/mols   molar Planck constant   f8.3144720000000003s	   J/(mol*K)s   molar gas constant  f1.3806503000000001e-23s   J/Ks   Boltzmann constant f8.6173420000000005e-05s   eV/Ks   Boltzmann constant in eV f2.6867775e+25s   1/m**3s   Loschmidt constant  NA/Vm f0.022413995999999999s   m**3/mols?   molar volume of ideal gas RT/p   T = 273.15 K, p = 101.325 kPa f0.022710981000000002s<   molar volume of ideal gas RT/p   T = 273.15 K, p = 100 kPa  f-1.1517048000000001f-1.1648677999999999f5.6704000000000003e-08s   W/(m**2*K**4)s   Stefan-Boltzmann constant f3.7417710700000002e-16s   W*m**2s   first radiation constantf1.1910427219999999e-16s	   W*m**2/srs.   first radiation constant for spectral radiancef0.014387752s   m*Ks   second radiation constantf0.0028977686s>   Wien displacement law constant b =  maxT = c2/4.965 114231... N(   s   __doc__s'   IPython.Extensions.PhysicalQInteractives   PhysicalQuantityInteractives   pis   cs   u_0s   mu_0s	   epsilon_0s   Z_0s   Gs   hs   h_eVs   h_bars   h_bar_eVs   P_ms   P_ls   P_ts   _es   qs   capitalphi_0s   mfq_0s   G_0s   K_Js   R_Ks   u_Bs   ueVT_Bs   u_Ns   ueVT_Ns   alphas   Rys   Ry_INFs   a_0s   E_hs   Eev_hs   qcir2s   qcirs   Fccs   wma_Ws   m_es   m_e_us   me_Js   me_MeVs   memus   metaus   memps   memns   memds   memalphas   echargeemasss   Molar_es   lambdaCs   r_es   sigma_es   u_es   ueuBs   ueuNs   a_es   g_es   ueuus   ueups   ueusps   ueuns   ueuds   ueushs   gamma_es   m_us   mu_us   muc2_Js   muc2_MeVs   mumes   mums   mumps   mumns   Molar_us
   lambda_C_us   uus   uuuBs   uuuNs   a_us   g_us   uuups   m_taus   mu_taus   mtauc2_Js
   mtauc2_MeVs   mtaumes   mtaumus   mtaumps   mtaumns	   Molar_taus   lambda_C_taus   m_ps   mu_ps   mpc2_Js   mpc2_MeVs   mpmes   mpmus   mpmtaus   mpmns   emps   Molar_ps
   lambda_C_ps   ups   upuBs   upuNs   g_ps   upuns   usps   uspuBs   uspuNs   spcs   gamma_ps   gamma_sps   m_ns   mu_ns   mnc2_Js   mnc2_MeVs   mnmes   mnmus   mnms   mnmps   Molar_ns
   lambda_C_ns   uns   unuBs   unuNs   g_ns   unues   unups   unusps   gamma_ns   m_ds   mu_ds   mdc2_Js   mdc2_eVs   mdmes   mdmps   Molar_ds   uds   uduBs   uduNs   udues   udups   uduns   m_hs   mu_hs   mhc2_Js   mhc2_MeVs   mhmes   mhmps   Molar_hs   ushs   ushuBs   ushuNs   ushups   ushusps   gamma_hs   m_alphas   mu_alphas
   malphac2_Js   malphac2_MeVs   malphames   malphamps   Molar_alphas   N_As   Ls   amus   Fs   N_Ahs   Rs   k_Js   k_eVs   n_0s   Vm_1s   Vm_2s   S_0R_1s   S_0R_2s   sigmas   c_1s   c_1Ls   c_2s   b(   s   mtaumns   a_0s   Rys   mnms   mtaumps   E_hs   mtaumus
   lambda_C_ns   c_1Ls   amus   mnmes   Fccs   PhysicalQuantityInteractives   Eev_hs
   lambda_C_us   _es
   lambda_C_ps   sigma_es   a_us
   mtauc2_MeVs   unups   Ls   mtaumes   udups   a_es   unues   gamma_ps   ushusps   lambda_C_taus   m_hs   m_ns   Molar_alphas   hs   k_eVs   m_es   m_ds   S_0R_2s   mpc2_Js   unuBs   emps   unuNs   mnmus   m_ps   m_us   Z_0s   mpc2_MeVs   mumps   uduNs   g_us   malphac2_MeVs   uduBs   g_ps   ups   mumes   capitalphi_0s   g_ns   g_es   mumns   N_As   S_0R_1s   m_alphas   uduns   mpmus   udues   mdc2_Js   uspuNs   mpmns   mu_alphas   mums   mpmes   uspuBs   Gs   mfq_0s   ueuBs   ueuNs   h_bar_eVs   h_eVs   ueups	   epsilon_0s   mdmes   ueuds   R_Ks   m_e_us   ueuns   upuns   ueVT_Bs   ueVT_Ns   m_taus   c_1s
   malphac2_Js   c_2s   me_MeVs   mpmtaus   mnc2_Js   upuNs   gamma_ns   gamma_hs   gamma_es   upuBs   ushs   N_Ahs   usps   k_Js   pis   qcir2s   mtauc2_Js   mhmes   memds   Fs   mhc2_MeVs   memns   cs   wma_Ws   memus   ueusps   mhmps   uuups   ushuNs   muc2_MeVs   bs   me_Js   ushups   uuuBs   uus   uuuNs   G_0s   lambdaCs   uns   unusps   mu_taus   uds	   Molar_taus   ueuus   u_Bs   Molar_us   Molar_ps   u_Ns   Molar_es   gamma_sps   Molar_ns   Rs   spcs   qcirs   Molar_hs   P_ls   P_ms   u_es   mhc2_Js   mu_us   mu_ps   mu_ns   K_Js   mnmps   mu_hs   Ry_INFs   P_ts   mu_ds   r_es   Vm_1s   metaus   Vm_2s   ueushs   muc2_Js   n_0s   mdc2_eVs   mdmps   mnc2_MeVs   alphas   h_bars   malphames   sigmas   mu_0s   qs   u_0s   malphamps   memalphas   ushuBs   Molar_ds   echargeemasss   memp(    (    sQ   /u/d/b/dbachman/=/lib/python2.3/site-packages/IPython/Extensions/ipy_constants.pys   ?   sD  																																																																																																										