Pages that link to "Item:Q2417481"

The following pages link to Implementation of incremental variational formulations based on the numerical calculation of derivatives using hyper dual numbers (Q2417481):

Displaying 14 items.

• Automatic implementation of finite strain anisotropic hyperelastic models using hyper-dual numbers (Q487936) (← links)
• A highly accurate 1st- and 2nd-order differentiation scheme for hyperelastic material models based on hyper-dual numbers (Q1669303) (← links)
• Variational updates for thermomechanically coupled gradient-enhanced elastoplasticity -- implementation based on hyper-dual numbers (Q1986245) (← links)
• Hyper-dual number-based numerical differentiation of eigensystems (Q2072712) (← links)
• Statistical approach for highest precision numerical differentiation (Q2079315) (← links)
• Multiple bifurcation paths visualized by a computational asymptotic stability theory (Q2236945) (← links)
• Computational two-mode asymptotic bifurcation theory combined with hyper dual numbers and applied to plate/shell buckling (Q2310037) (← links)
• Hill-top branching: its asymptotically expanded and visually solved bifurcation equations (Q2310230) (← links)
• Fundamental theorem of matrix representations of hyper-dual numbers for computing higher-order derivatives (Q5121397) (← links)
• Gröbner bases plugged into graphical skills to solve a set of multiple bifurcation equations in structural compound stability problems (Q6092219) (← links)
• Robust and efficient implementation of finite strain generalized continuum models for material failure: analytical, numerical, and automatic differentiation with hyper-dual numbers (Q6550147) (← links)
• Second-order design sensitivity analysis using diagonal hyper-dual numbers (Q6554052) (← links)
• A versatile implicit computational framework for continuum-kinematics-inspired peridynamics (Q6558983) (← links)
• Hierarchical rank-one sequence convexification for the relaxation of variational problems with microstructures (Q6641859) (← links)