Allows to directly interpolate two exiciting matrices. More...
Collaboration diagram for GLM_GTX_matrix_interpolation:
|
Functions | |
| template<typename T , precision P> | |
| GLM_FUNC_DECL void | glm::axisAngle (detail::tmat4x4< T, P > const &mat, detail::tvec3< T, P > &axis, T &angle) |
| template<typename T , precision P> | |
| GLM_FUNC_DECL detail::tmat4x4 < T, P > | glm::axisAngleMatrix (detail::tvec3< T, P > const &axis, T const angle) |
| template<typename T , precision P> | |
| GLM_FUNC_DECL detail::tmat4x4 < T, P > | glm::extractMatrixRotation (detail::tmat4x4< T, P > const &mat) |
| template<typename T , precision P> | |
| GLM_FUNC_DECL detail::tmat4x4 < T, P > | glm::interpolate (detail::tmat4x4< T, P > const &m1, detail::tmat4x4< T, P > const &m2, T const delta) |
Detailed Description
Allows to directly interpolate two exiciting matrices.
<glm/gtx/matrix_interpolation.hpp> need to be included to use these functionalities.
Function Documentation
template<typename T , precision P>
| GLM_FUNC_DECL void glm::axisAngle | ( | detail::tmat4x4< T, P > const & | mat, |
| detail::tvec3< T, P > & | axis, | ||
| T & | angle | ||
| ) |
Get the axis and angle of the rotation from a matrix. From GLM_GTX_matrix_interpolation extension.
template<typename T , precision P>
| GLM_FUNC_DECL detail::tmat4x4<T, P> glm::axisAngleMatrix | ( | detail::tvec3< T, P > const & | axis, |
| T const | angle | ||
| ) |
Build a matrix from axis and angle. From GLM_GTX_matrix_interpolation extension.
template<typename T , precision P>
| GLM_FUNC_DECL detail::tmat4x4<T, P> glm::extractMatrixRotation | ( | detail::tmat4x4< T, P > const & | mat | ) |
Extracts the rotation part of a matrix. From GLM_GTX_matrix_interpolation extension.
template<typename T , precision P>
| GLM_FUNC_DECL detail::tmat4x4<T, P> glm::interpolate | ( | detail::tmat4x4< T, P > const & | m1, |
| detail::tmat4x4< T, P > const & | m2, | ||
| T const | delta | ||
| ) |
Build a interpolation of 4 * 4 matrixes. From GLM_GTX_matrix_interpolation extension. Warning! works only with rotation and/or translation matrixes, scale will generate unexpected results.