Pages that link to "Item:Q4267030"

The following pages link to Weighting parameters for unconditionally stable higher-order accurate time step integration algorithms. I: First-order equations (Q4267030):

Displaying 19 items.

• A time integration algorithm for linear transient analysis based on the reproducing kernel method (Q660387) (← links)
• Unconditionally stable higher-order accurate collocation time-step integration algorithms for first-order equations (Q1841038) (← links)
• The Nørsett time integration methodology for finite element transient analysis (Q1858470) (← links)
• Bi-discontinuous time step integration algorithms. I: First-order equations. (Q1870981) (← links)
• Weighting parameters for time-step integration algorithms with predetermined coefficients (Q2701970) (← links)
• Solving initial value problems by differential quadrature method?part 1: first-order equations (Q2709619) (← links)
• Unconditionally stable collocation algorithms for second order initial value problems (Q2882100) (← links)
• Accuracy of one-step integration schemes for damped/forced linear structural dynamics (Q2952524) (← links)
• A weighted residual development of a time-stepping algorithm for structural dynamics using two general weight functions (Q4216229) (← links)
• On the equivalence of the time domain differential quadrature method and the dissipative Runge-Kutta collocation method (Q4330479) (← links)
• UNCONDITIONALLY STABLE HIGHER-ORDER ACCURATE HERMITIAN TIME FINITE ELEMENTS (Q4344901) (← links)
• Construction of Higher-Order Accurate Time-Step Integration Algorithms by Equal-Order Polynomial Projection (Q5489134) (← links)
• Third order complex-time-step methods for transient analysis (Q5930705) (← links)
• Collocation methods with controllable dissipation for linear dynamics (Q5935678) (← links)
• The time dimension: A theory towards the evolution, classification, characterization and design of computational algorithms for transient/dynamic applications (Q5937613) (← links)
• Highly precise and efficient solution strategy for linear heat conduction and structural dynamics (Q6061734) (← links)
• A methodology to control numerical dissipation characteristics of velocity based time discontinuous Galerkin space‐time finite element method (Q6092280) (← links)
• Velocity-based space-time FEMs for solid dynamics problem: generalized framework for linear basis functions in time (Q6630928) (← links)
• On the novel zero-order overshooting LMS algorithms by design for computational dynamics (Q6663339) (← links)