shear modulus for an compliance tensor
Description
\[E = \frac{1}{4 S_{ijkl} h_i u_j h_k u_l}\]
Syntax
[GV,GR,GVRH] = shearModulus(S) % the isotropic caseE = shearModulus(S,h,u) % the anisotropic case with plane h and shear direction u
E = shearModulus(S,[],u)
E = shearModulus(S,h,[])Input
| C | elastic stiffnessTensor |
| h | shear plane vector3d |
| u | shear direction vector3d |
Output
| E | shear modulus |
| GVoigt | Voigt effective shear modulus, upper bound |
| GReuss | Reuss effective shear modulus, lower bound |
| GHill | Hill effective shear modulus |
See also
complianceTensor.YoungsModulus complianceTensor.volumeCompressibility complianceTensor.ChristoffelTensor