orthogonal (Angstom) curvatures, with respect to orthogonal x,y,z More...
#include <derivs.h>
Inheritance diagram for clipper::Curv_orth< T >:
Public Member Functions | |
| Curv_orth () | |
| null constructor | |
| Curv_orth (const Mat33< T > &m) | |
| constructor: copy/convert | |
| Curv_frac< T > | curv_frac (const Cell &cell) const |
| orthogonal-fractional derivative conversion More... | |
 Public Member Functions inherited from clipper::Mat33< T > | |
| Mat33 () | |
| null constructor | |
| Mat33 (const T &m00, const T &m01, const T &m02, const T &m10, const T &m11, const T &m12, const T &m20, const T &m21, const T &m22) | |
| constructor | |
| template<class TT > | |
| Mat33 (const Mat33< TT > &m) | |
| constructor: copy/convert | |
| template<class TT > | |
| Mat33 (const Mat33sym< TT > &m) | |
| constructor: copy/convert from symmetric matrix | |
| T | det () const |
| determinant | |
| Mat33< T > | inverse () const |
| inverse | |
| Mat33< T > | transpose () const |
| transpose | |
| bool | equals (const Mat33< T > &m, const T &tol) const |
| test equality | |
| const T & | operator() (const int &i, const int &j) const |
| get element | |
| T & | operator() (const int &i, const int &j) |
| set element | |
| String | format () const |
| return formatted String representation | |
| bool | is_null () const |
| test for null matrix (only valid for floating point types) | |
Additional Inherited Members | |
| Static Public Member Functions inherited from clipper::Mat33< T > | |
| static Mat33< T > | identity () |
| return identity matrix | |
| static Mat33< T > | null () |
| return null matrix (only valid for floating point types) | |
Detailed Description
template<class T>
class clipper::Curv_orth< T >
orthogonal (Angstom) curvatures, with respect to orthogonal x,y,z
Member Function Documentation
◆ curv_frac()
template<class T >
| Curv_frac< T > clipper::Curv_orth< T >::curv_frac | ( | const Cell & | cell | ) | const |
orthogonal-fractional derivative conversion
- Parameters
-
cell The cell concerned
- Returns
- The transformed derivative.
The documentation for this class was generated from the following file:
