SIRIUS 7.5.0
Electronic structure library and applications
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Radial basis function index. More...
#include <radial_functions_index.hpp>
Public Member Functions | |
radial_functions_index () | |
Default constructor. More... | |
void | add (angular_momentum am__) |
Add a single radial function with a given angular momentum. More... | |
void | add_lo (angular_momentum am__) |
Add local-orbital type of radial function. More... | |
void | add (angular_momentum am1__, angular_momentum am2__) |
Add two component of the spinor radial function. More... | |
auto | am (rf_index idx__) const |
Return angular momentum of the radial function. More... | |
auto | order (rf_index idx__) const |
Return order of the radial function. More... | |
auto | lmax () const |
Return maximum angular momentum quantum number. More... | |
auto | lmax_lo () const |
Maximum angular momentum quantum number for local orbitals. More... | |
auto | num_lo (int l__) const |
Number of local orbitals for a given l. More... | |
auto | max_order (int l__) const |
Return maximum order of the radial functions for a given angular momentum. More... | |
auto | max_order () const |
Return maximum order of the radial functions across all angular momentums. More... | |
auto | index_of (angular_momentum am__, int order__) const |
Return index of radial function. More... | |
auto | index_of (rf_lo_index idxlo__) const |
Return index of local orbital. More... | |
auto | full_j (int l__, int o__) const |
Check if the angular momentum is treated as full (j = l +/- 1/2). More... | |
auto | subshell (int l__, int o__) const |
Return the angular mementum(s) of the subshell with given l and order. More... | |
int | size () const |
Return total number of radial functions. More... | |
auto | subshell_size (int l__, int o__) const |
Return the subshell size for a given l and order. More... | |
auto const & | operator[] (rf_index i__) const |
Return radial function descriptor for a given index. More... | |
auto | begin () const |
Begin iterator of radial function descriptor list. More... | |
auto | end () const |
End iterator of radial function descriptor list. More... | |
Private Attributes | |
std::vector< std::vector< std::array< int, 2 > > > | index_by_j_order_ |
Store index of the radial function by angular momentum j and order of the function for a given j. */. More... | |
std::vector< radial_function_index_descriptor > | vrd_ |
List of radial function index descriptors. More... | |
int | offset_lo_ {-1} |
Starting index of local orbitals (if added in LAPW case). More... | |
Radial basis function index.
Radial functions can have a repeating orbital quantum number, for example {2s, 2s, 3p, 3p, 4d} configuration corresponds to {l=0, l=0, l=1, l=1, l=2} radial functions index.
Definition at line 173 of file radial_functions_index.hpp.
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Default constructor.
Definition at line 190 of file radial_functions_index.hpp.
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Add a single radial function with a given angular momentum.
Definition at line 195 of file radial_functions_index.hpp.
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Add local-orbital type of radial function.
Local orbitals are only used in FP-LAPW, where the distinction between APW and local orbitals must be made. For PP-PW this is not used.
Definition at line 228 of file radial_functions_index.hpp.
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Add two component of the spinor radial function.
Definition at line 241 of file radial_functions_index.hpp.
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Return angular momentum of the radial function.
Definition at line 301 of file radial_functions_index.hpp.
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Return order of the radial function.
Definition at line 307 of file radial_functions_index.hpp.
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Return maximum angular momentum quantum number.
Definition at line 313 of file radial_functions_index.hpp.
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Maximum angular momentum quantum number for local orbitals.
Definition at line 319 of file radial_functions_index.hpp.
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Number of local orbitals for a given l.
Definition at line 331 of file radial_functions_index.hpp.
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Return maximum order of the radial functions for a given angular momentum.
Definition at line 345 of file radial_functions_index.hpp.
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Return maximum order of the radial functions across all angular momentums.
Definition at line 351 of file radial_functions_index.hpp.
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Return index of radial function.
Definition at line 361 of file radial_functions_index.hpp.
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Return index of local orbital.
Definition at line 368 of file radial_functions_index.hpp.
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Check if the angular momentum is treated as full (j = l +/- 1/2).
Definition at line 375 of file radial_functions_index.hpp.
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Return the angular mementum(s) of the subshell with given l and order.
Definition at line 386 of file radial_functions_index.hpp.
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Return total number of radial functions.
Definition at line 400 of file radial_functions_index.hpp.
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Return the subshell size for a given l and order.
In case of orbital quantum number l the size is 2l+1; in case of full angular momentum j the size is 2*(2l+1) and consists of 2j_{+} + 1 and 2j_{-} + 1 contributions
Definition at line 409 of file radial_functions_index.hpp.
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Return radial function descriptor for a given index.
Definition at line 419 of file radial_functions_index.hpp.
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Begin iterator of radial function descriptor list.
Definition at line 425 of file radial_functions_index.hpp.
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End iterator of radial function descriptor list.
Definition at line 431 of file radial_functions_index.hpp.
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Store index of the radial function by angular momentum j and order of the function for a given j. */.
Definition at line 177 of file radial_functions_index.hpp.
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List of radial function index descriptors.
This list establishes a mapping \( f_{\mu}(r) \leftrightarrow f_{j \nu}(r) \) between a composite index \( \mu \) of radial functions and corresponding \( j \nu \) indices, where \( j \) is the total orbital quantum number and \( \nu \) is the order of radial function for a given \( j \).
Definition at line 184 of file radial_functions_index.hpp.
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Starting index of local orbitals (if added in LAPW case).
Definition at line 187 of file radial_functions_index.hpp.