#include <symmetry.hpp>
|
| | ReciprocalAsu (const SpaceGroup *sg, bool tnt=false) |
| |
| bool | is_in (const Op::Miller &hkl) const |
| |
| bool | is_in_reference_setting (int h, int k, int l) const |
| |
| const char * | condition_str () const |
| |
| std::pair< Op::Miller, int > | to_asu (const Op::Miller &hkl, const std::vector< Op > &sym_ops) const |
| | Returns hkl in asu and MTZ ISYM - 2*n-1 for reflections in the positive asu (I+ of a Friedel pair), 2*n for reflections in the negative asu (I-).
|
| |
| std::pair< Op::Miller, int > | to_asu (const Op::Miller &hkl, const GroupOps &gops) const |
| |
| std::pair< Op::Miller, bool > | to_asu_sign (const Op::Miller &hkl, const GroupOps &gops) const |
| | Similar to to_asu(), but the second returned value is sign: true for + or centric.
|
| |
Definition at line 908 of file symmetry.hpp.
◆ ReciprocalAsu()
◆ is_in()
◆ is_in_reference_setting()
| bool gemmi::ReciprocalAsu::is_in_reference_setting |
( |
int |
h, |
|
|
int |
k, |
|
|
int |
l |
|
) |
| const |
|
inline |
◆ condition_str()
| const char * gemmi::ReciprocalAsu::condition_str |
( |
| ) |
const |
|
inline |
◆ to_asu() [1/2]
Returns hkl in asu and MTZ ISYM - 2*n-1 for reflections in the positive asu (I+ of a Friedel pair), 2*n for reflections in the negative asu (I-).
Definition at line 991 of file symmetry.hpp.
◆ to_asu() [2/2]
◆ to_asu_sign()
Similar to to_asu(), but the second returned value is sign: true for + or centric.
Definition at line 1011 of file symmetry.hpp.
◆ idx
| int gemmi::ReciprocalAsu::idx |
◆ rot
| Op::Rot gemmi::ReciprocalAsu::rot {} |
◆ is_ref
| bool gemmi::ReciprocalAsu::is_ref |
The documentation for this struct was generated from the following file: