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C++ mpi module for stochmagnet_main Package
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this structure contsins physical constants and characteristic values More...
#include <SM_Constants.h>
Static Public Attributes | |
| static constexpr tReal | UNIT_SPHERIC_AREA =M_PI*4.L |
| area of unit sphere : \( S=4.\pi \) in angstrom | |
| static constexpr tReal | MU_0 =UNIT_SPHERIC_AREA*1.e-07L |
| vacuum permeability : \( \mu_0=4. \pi . 1.e^{-7} T^2 J^{-1}.m^3 \) | |
| static constexpr tReal | CMU_B =9.27400915L |
| constant of Bohr magneton : \( c\mu_B=9.2740 \) | |
| static constexpr tReal | MU_B =CMU_B*1.e-24L |
| Bohr magneton : \( \mu_B=9.2740.e^{-24} \) (J.T^{-1}) | |
| static constexpr tReal | CGAMMA =1.76L |
| constant of gyroscopic precession : \( c\gamma=1.76 \) | |
| static constexpr tReal | GAMMA =CGAMMA*1.e11L |
| gyroscopic precession : \( \gamma=1.76e^{11} T^{-1}s^{-1} \) | |
| static constexpr tReal | CK_B =13.806503L |
| constant of Boltzmann constants : \( ck_b=1.3807 \) | |
| static constexpr tReal | K_B =CK_B*1.e-24L |
| Boltzmann constants : \( k_b=1.3807e^{-23} J. K^{-1} \). | |
| static constexpr tReal | ANGSTROMS =1.e-10L |
| Angstroms unit : \( A=Angstrom =1.e^{-10} m \). | |
| static constexpr tReal | CHARACTERISTIC_FIELD =(UNIT_SPHERIC_AREA*CMU_B)*1.e-1L |
| CHARACTERITIC FIELD: \( \mu_0.\mu_B/A^3 = (4*pi*9.2740)*10^{-7-24+30} \) (T) | |
| static constexpr tReal | CHARACTERISTIC_ENERGY =(UNIT_SPHERIC_AREA*CMU_B*CMU_B)*1.e-25L |
| CHARACTERISTIC_ENERGY: \( \mu_0.\mu_B^2/A^3 \) (J) | |
| static constexpr tReal | CHARACTERISTIC_TIME =(1.L/(CGAMMA*UNIT_SPHERIC_AREA*CMU_B))*1.e-10L |
| CHARACTERISTIC_TIME: \( A^3/(\gamma \mu_0 \mu_B) \) (s) | |
| static constexpr tReal | KB_IGAMMA_IMUB =(CK_B/(CGAMMA*CMU_B))*1.e-11L |
| \( KB_IGAMMA_IMUB=k_b/(\gamma.\mu_B) \) | |
| static constexpr tFlag | UNIAXIAL =0 |
| uniaxial anisotropy type | |
| static constexpr tFlag | PLANAR =1 |
| planar anisotropy type | |
| static constexpr tFlag | CUBIC =2 |
| cubic anisotropy type | |
| static constexpr tDimension | DIM =3 |
| space dimension | |
| static constexpr tDimension | HDIM =DIM-1 |
| hyperplan dimension | |
| static constexpr tDimension | X =0 |
| coordinate in \(e_0\) direction | |
| static constexpr tDimension | Y =1 |
| coordinate in \(e_1\) direction | |
| static constexpr tDimension | Z =2 |
| coordinate in \(e_2\) direction | |
this structure contsins physical constants and characteristic values
1.9.1