The Eulerian Bažant-Itskov elastic solid constitutive model.[^1]<sup>,</sup>[^2]
**Parameters**
- The bulk modulus $`\kappa`$.
- The shear modulus $`\mu`$.
- The exponent $`m`$.
**External variables**
- The deformation gradient $`\mathbf{F}`$.
**Internal variables**
- None.
**Notes**
- The Eulerian Bažant-Itskov strain measure is given by $`\mathbf{h}^{(m)} = \tfrac{1}{2m}(\mathbf{V}^m - \mathbf{V}^{-m})`$.
- The model reduces to the hyperelastic [Hencky model](super::super::hyperelastic::Hencky) when $`m=0`$.
- This is the Eulerian counterpart of the [Lagrangian Bažant-Itskov model](super::BazantItskovLagrangian).