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# cutde
Python + CUDA TDEs from Nikkhoo and Walters 2015
Howdy! Usage is really simple:
```
import cutde.fullspace
disp = cutde.fullspace.clu_disp(pts, tris, slips, 0.25)
strain = cutde.fullspace.clu_strain(pts, tris, slips, nu)
```
where `pts` is a `np.array` with shape `(N, 3)`, tris is a `np.array` with shape `(N, 3, 3)`,
slips is a `np.array` with shape `(N, 3)` and the last parameter is the Poisson ratio.
`slip[:,0]` is the strike slip component, while component 1 is the dip slip and component 2 is the tensile/opening component.
There is also a function
```
stress = cutde.fullspace.strain_to_stress(strain, sm, nu)
```
that converts from stress to strain assuming isotropic linear elasticity. `sm` is the shear modulus and `nu` is the Poisson ratio.
Python + CUDA TDEs from Nikkhoo and Walters 2015
Howdy! Usage is really simple:
```
import cutde.fullspace
disp = cutde.fullspace.clu_disp(pts, tris, slips, 0.25)
strain = cutde.fullspace.clu_strain(pts, tris, slips, nu)
```
where `pts` is a `np.array` with shape `(N, 3)`, tris is a `np.array` with shape `(N, 3, 3)`,
slips is a `np.array` with shape `(N, 3)` and the last parameter is the Poisson ratio.
`slip[:,0]` is the strike slip component, while component 1 is the dip slip and component 2 is the tensile/opening component.
There is also a function
```
stress = cutde.fullspace.strain_to_stress(strain, sm, nu)
```
that converts from stress to strain assuming isotropic linear elasticity. `sm` is the shear modulus and `nu` is the Poisson ratio.
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