Right Cauchy-Green strain tensor \( F^T F \) for a symmetric matrix \( F \). More...
#include <strain_tensor.h>
Inheritance diagram for funcy::linalg::RightCauchyGreenStrainTensor< Mat >:
Collaboration diagram for funcy::linalg::RightCauchyGreenStrainTensor< Mat >:
Public Member Functions | |
| RightCauchyGreenStrainTensor (const Mat &F) | |
| Constructor. More... | |
| void | update (const Mat &F) |
| Reset point of evaluation. | |
| const Mat & | d0 () const noexcept |
| Function value \( F^T * F \). | |
| Mat | d1 (const Mat &dF1) const |
| First directional derivative \( F^T dF_1 + dF_1^T F \). | |
| Mat | d2 (const Mat &dF1, const Mat &dF2) const |
| Second directional derivative \( dF_2^T dF_1 + dF_1^T dF_2 \). | |
Detailed Description
template<class Mat>
class funcy::linalg::RightCauchyGreenStrainTensor< Mat >
Right Cauchy-Green strain tensor \( F^T F \) for a symmetric matrix \( F \).
Used in nonlinear material models based on the deformation gradient \(\nabla\varphi\), which takes the role of \(F\).
The documentation for this class was generated from the following file:
- include/funcy/linalg/strain_tensor.h
