Pages that link to "Item:Q1429537"

The following pages link to Exact expansions of arbitrary tensor functions \(\mathbf F(\mathbf A)\) and their derivatives. (Q1429537):

Displaying 15 items.

• A simple way to improved formulation of \(\text{FE}^2\) analysis (Q889691) (← links)
• Basis-free expressions for derivatives of a subclass of nonsymmetric isotropic tensor functions (Q940417) (← links)
• Finite strain viscoplasticity with nonlinear kinematic hardening: phenomenological modeling and time integration (Q995295) (← links)
• The explicit determination of the logarithm of a tensor and its derivatives (Q1013573) (← links)
• Computing Lyapunov exponents of continuous dynamical systems: Method of Lyapunov vectors (Q1771767) (← links)
• A note on Rivlin's identities and their extension (Q1773942) (← links)
• A consistent algorithm for finite-strain visco-hyperelasticity and visco-plasticity of amorphous polymers (Q2083152) (← links)
• Author's closure: discussion on ``Exact expansions of arbitrary tensor functions \(\mathbf{F(A)}\) and their derivatives'' (Q2385857) (← links)
• Relations between material, intermediate and spatial generalized strain measures for anisotropic multiplicative inelasticity (Q2493568) (← links)
• Derivatives of the stretch, rotation and exponential tensors in \(n\)-dimensional vector spaces (Q2494257) (← links)
• Fully anisotropic hyperelasto-plasticity with exponential approximation by power series and scaling/squaring (Q2666105) (← links)
• Closed-form matrix exponential and its application in finite-strain plasticity (Q2952507) (← links)
• Application of the Dunford-Taylor Integral to Isotropic Tensor Functions (Q2955143) (← links)
• The derivative of a tensor-valued function of a tensor (Q3751729) (← links)
• The Derivation of Tensors from Tensor Functions (Q4480607) (← links)