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Atomic-orbital Based Ab-initio Computation at UStc
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rdmft.h
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1//==========================================================
2// Author: Jingang Han
3// DATE : 2024-03-11
4//==========================================================
5#ifndef RDMFT_H
6#define RDMFT_H
7
8#include "source_psi/psi.h"
10
16
20
21#ifdef __EXX
24// there are some operator reload to print data in different formats
25#endif
26
28#include "source_cell/module_neighbor/sltk_grid_driver.h" // use Grid_Driver
29
30#include <iostream>
31#include <type_traits>
32#include <complex>
33#include <vector>
34#include <iomanip>
35
37namespace rdmft
38{
39
40template <typename TK, typename TR>
41class RDMFT
42{
43
44 public:
45 RDMFT();
46 ~RDMFT();
47
48 const Parallel_Orbitals* ParaV = nullptr;
49
51
54
56 const K_Vectors* kv = nullptr;
57
58 int nk_total = 0;
60 int nspin = 1;
61 std::string XC_func_rdmft;
62
64 double alpha_power = 0.656;
65
71
75
77 double E_RDMFT[4] = {0.0};
78 double Etotal = 0.0;
79 // std::vector<double> E_RDMFT(4);
80
82 void init(Parallel_Orbitals& ParaV_in,
83 UnitCell& ucell_in,
84 const Grid_Driver& gd_in,
85 K_Vectors& kv_in,
86 elecstate::ElecState& pelec_in,
87 LCAO_Orbitals& orb_in,
88 TwoCenterBundle& two_center_bundle_in,
89 std::string XC_func_rdmft_in,
90 double alpha_power_in);
91
93 void update_ion(UnitCell& ucell_in, ModulePW::PW_Basis& rho_basis_in,
95
97 // Or we can use rdmft_solver.wfc/occ_number directly when optimizing, so that the update_elec() function does not require parameters.
98 void update_elec(UnitCell& ucell, const ModuleBase::matrix& occ_number_in, const psi::Psi<TK>& wfc_in, const Charge* charge_in = nullptr);
99
101 double cal_E_grad_wfc_occ_num();
102
103 void cal_Energy(const int cal_type = 1);
104
106 void update_occNumber(const ModuleBase::matrix& occ_number_in);
107
109 void update_wg(const ModuleBase::matrix& wg_in);
110
112 double run(ModuleBase::matrix& E_gradient_occNum, psi::Psi<TK>& E_gradient_wfc);
113
114
115 protected:
116
118 void get_DM_XC(std::vector< std::vector<TK> >& DM_XC);
119
120 void cal_V_TV();
121
122 void cal_V_hartree();
123
125 void cal_V_XC(const UnitCell& ucell);
126
128 void cal_Hk_Hpsi();
129
131
132 private:
133
139 // hamilt::HContainer<TR>* HR_local = nullptr;
140
146
147 std::vector<TK> HK_XC;
148 std::vector< std::vector<TK> > DM_XC_pass;
149 // ModuleDirectMin::ProdStiefelVariable HK_RDMFT_pass;
150 // ModuleDirectMin::ProdStiefelVariable HK_XC_pass;
151
158
164
165 std::vector<TK> Eij_TV;
166 std::vector<TK> Eij_hartree;
167 std::vector<TK> Eij_XC;
168 std::vector<TK> Eij_exx_XC;
169
176
177#ifdef __EXX
178 Exx_LRI<double>* Vxc_fromRI_d = nullptr;
179 Exx_LRI<std::complex<double>>* Vxc_fromRI_c = nullptr;
181 bool exx_spacegroup_symmetry = false;
182#endif
183
184 double etxc = 0.0;
185 double vtxc = 0.0;
186 bool only_exx_type = false;
187 const int cal_E_type = 1; // cal_type = 2 just support XC-functional without exx
188
189 /****** these parameters are passed in from outside, don't need delete ******/
190 Charge* charge = nullptr;
191
192 // update after ion step
193 const UnitCell* ucell = nullptr;
194 const Grid_Driver* gd = nullptr;
196 const ModuleBase::matrix* vloc = nullptr;
198 const LCAO_Orbitals* orb = nullptr;
200};
201
202}
203#endif
Definition charge.h:17
Definition Exx_LRI.h:53
Definition sltk_grid_driver.h:40
Definition klist.h:12
Definition ORB_read.h:18
Definition complexmatrix.h:13
Definition matrix.h:18
A class which can convert a function of "r" to the corresponding linear superposition of plane waves ...
Definition pw_basis.h:56
Definition symmetry_rotation.h:16
This class packs the basic information of 2D-block-cyclic parallel distribution of an arbitrary matri...
Definition parallel_2d.h:12
Definition parallel_orbitals.h:9
Definition two_center_bundle.h:11
Definition unitcell.h:15
Definition elecstate.h:15
Definition hcontainer.h:144
Definition hs_matrix_k.hpp:11
Definition operator_lcao.h:12
Definition psi.h:37
Definition rdmft.h:42
const Parallel_Orbitals * ParaV
Definition rdmft.h:48
hamilt::OperatorLCAO< TK, TR > * V_nonlocal
Definition rdmft.h:171
hamilt::OperatorLCAO< TK, TR > * V_ekinetic_potential
Definition rdmft.h:170
hamilt::OperatorLCAO< TK, TR > * V_hartree
Definition rdmft.h:173
psi::Psi< TK > H_wfc_XC
Definition rdmft.h:161
void update_wg(const ModuleBase::matrix &wg_in)
update occ_number for optimization algorithms that depend on Hamilton
Definition update_state_rdmft.cpp:168
void update_occNumber(const ModuleBase::matrix &occ_number_in)
update occ_number for optimization algorithms that depend on Hamilton
Definition update_state_rdmft.cpp:152
ModuleBase::matrix wfcHwfc_hartree
Definition rdmft.h:154
void cal_V_hartree()
Definition rdmft_pot.cpp:112
~RDMFT()
Definition rdmft.cpp:32
hamilt::HS_Matrix_K< TK > * hsk_hartree
Definition rdmft.h:143
ModuleBase::matrix occ_number
natrual occupation numbers and wavefunction
Definition rdmft.h:67
psi::Psi< TK > H_wfc_exx_XC
Definition rdmft.h:162
int nk_total
Definition rdmft.h:58
ModuleBase::matrix wg
Definition rdmft.h:69
ModuleBase::matrix occNum_wfcHamiltWfc
gradients of total energy with respect to the natural occupation numbers and wfc
Definition rdmft.h:73
void cal_Hk_Hpsi()
get the total Hamilton in k-space
Definition rdmft.cpp:184
hamilt::HContainer< TR > * HR_hartree
Definition rdmft.h:136
const ModuleBase::matrix * vloc
Definition rdmft.h:196
void cal_V_TV()
Definition rdmft_pot.cpp:50
Parallel_2D para_Eij
Definition rdmft.h:50
int nbands_total
Definition rdmft.h:59
psi::Psi< TK > occNum_HamiltWfc
Definition rdmft.h:74
const UnitCell * ucell
Definition rdmft.h:193
RDMFT()
Definition rdmft.cpp:26
const ModulePW::PW_Basis * rho_basis
Definition rdmft.h:195
double run(ModuleBase::matrix &E_gradient_occNum, psi::Psi< TK > &E_gradient_wfc)
do all calculation after update occNum&wfc, get Etotal and the gradient of energy with respect to the...
Definition rdmft.cpp:408
ModuleBase::matrix wfcHwfc_exx_XC
Definition rdmft.h:156
const int cal_E_type
Definition rdmft.h:187
ModuleBase::matrix wfcHwfc_XC
Definition rdmft.h:155
void init(Parallel_Orbitals &ParaV_in, UnitCell &ucell_in, const Grid_Driver &gd_in, K_Vectors &kv_in, elecstate::ElecState &pelec_in, LCAO_Orbitals &orb_in, TwoCenterBundle &two_center_bundle_in, std::string XC_func_rdmft_in, double alpha_power_in)
initialization of rdmft calculation
Definition rdmft.cpp:56
const Grid_Driver * gd
Definition rdmft.h:194
ModuleBase::matrix wk_fun_occNum
Definition rdmft.h:70
psi::Psi< TK > H_wfc_dft_XC
Definition rdmft.h:163
std::vector< std::vector< TK > > DM_XC_pass
Definition rdmft.h:148
psi::Psi< TK > wfc
Definition rdmft.h:68
double cal_E_grad_wfc_occ_num()
obtain the gradient of total energy with respect to occupation number and wfc
Definition rdmft.cpp:263
const ModuleBase::ComplexMatrix * sf
Definition rdmft.h:197
double vtxc
Definition rdmft.h:185
double Etotal
Definition rdmft.h:78
std::string XC_func_rdmft
Definition rdmft.h:61
hamilt::OperatorLCAO< TK, TR > * V_dft_XC
Definition rdmft.h:175
ModuleBase::matrix Etotal_n_k
Definition rdmft.h:152
hamilt::OperatorLCAO< TK, TR > * V_local
Definition rdmft.h:172
hamilt::HContainer< TR > * HR_TV
Hamiltonian matrices in real space.
Definition rdmft.h:135
const TwoCenterBundle * two_center_bundle
Definition rdmft.h:199
void cal_Energy(const int cal_type=1)
Definition rdmft.cpp:289
int nspin
Definition rdmft.h:60
double alpha_power
0.656 for soilds, 0.525 for dissociation of H2, 0.55~0.58 for HEG
Definition rdmft.h:64
bool only_exx_type
Definition rdmft.h:186
ModuleBase::matrix wfcHwfc_dft_XC
Definition rdmft.h:157
void update_elec(UnitCell &ucell, const ModuleBase::matrix &occ_number_in, const psi::Psi< TK > &wfc_in, const Charge *charge_in=nullptr)
update in elec-step
Definition update_state_rdmft.cpp:51
void update_charge(UnitCell &ucell)
Definition update_state_rdmft.cpp:95
std::vector< TK > Eij_TV
Definition rdmft.h:165
hamilt::OperatorLCAO< TK, TR > * V_exx_XC
Definition rdmft.h:174
std::vector< TK > HK_XC
Definition rdmft.h:147
elecstate::ElecState * pelec
obain Ewald and this->pelec->pot
Definition rdmft.h:53
const LCAO_Orbitals * orb
Definition rdmft.h:198
hamilt::HS_Matrix_K< TK > * hsk_exx_XC
Definition rdmft.h:145
psi::Psi< TK > H_wfc_TV
Definition rdmft.h:159
std::vector< TK > Eij_exx_XC
Definition rdmft.h:168
hamilt::HContainer< TR > * HR_dft_XC
Definition rdmft.h:137
std::vector< TK > Eij_XC
Definition rdmft.h:167
void cal_V_XC(const UnitCell &ucell)
construct V_XC based on different XC_functional( i.e. RDMFT class member XC_func_rdmft)
Definition rdmft_pot.cpp:162
void get_DM_XC(std::vector< std::vector< TK > > &DM_XC)
get the special density matrix DM_XC(nk*nbasis_local*nbasis_local)
Definition rdmft_pot.cpp:26
hamilt::HS_Matrix_K< TK > * hsk_dft_XC
Definition rdmft.h:144
void update_ion(UnitCell &ucell_in, ModulePW::PW_Basis &rho_basis_in, ModuleBase::matrix &vloc_in, ModuleBase::ComplexMatrix &sf_in)
update in ion-step and get V_TV
Definition update_state_rdmft.cpp:20
const K_Vectors * kv
update after ion step
Definition rdmft.h:56
psi::Psi< TK > H_wfc_hartree
Definition rdmft.h:160
std::vector< TK > Eij_hartree
Definition rdmft.h:166
hamilt::HS_Matrix_K< TK > * hsk_TV
Hamiltonian matrices in reciprocal space.
Definition rdmft.h:142
double etxc
Definition rdmft.h:184
double E_RDMFT[4]
E_RDMFT[4] stores ETV, Ehartree, Exc, Etotal.
Definition rdmft.h:77
hamilt::HContainer< TR > * HR_exx_XC
Definition rdmft.h:138
Charge * charge
Definition rdmft.h:190
ModuleBase::matrix wfcHwfc_TV
Definition rdmft.h:153
Reduced Density Matrix Functional Theory (RDMFT)
Definition rdmft.cpp:22