Pages that link to "Item:Q1579779"
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The following pages link to A multi-time step integration algorithm for structural dynamics based on the modified trapezoidal rule (Q1579779):
Displaying 17 items.
- Study on sub-cycling algorithm for flexible multi-body system---integral theory and implementation flow chart (Q1021067) (← links)
- Solution of linear elastodynamics problems with space-time finite elements on structured and unstructured meshes (Q1033196) (← links)
- An implicit multi-time step integration method for structural dynamics problems (Q1288744) (← links)
- The subcycled Newmark algorithm (Q1365790) (← links)
- From the trapezoidal rule to higher-order accurate and unconditionally stable time-integration method for structural dynamics (Q1387959) (← links)
- Two FETI-based heterogeneous time step coupling methods for Newmark and \(\alpha\)-schemes derived from the energy method (Q1669309) (← links)
- Transient response analysis of systems with different damping models. (Q1870947) (← links)
- A partial velocity approach to subcycling structural dynamics. (Q1870983) (← links)
- Discussions on a macro multi-time scales coupling method: existence and uniqueness of the numerical solution and strict non-negativity of the Schur complement (Q2159416) (← links)
- An improved sub-step time-marching procedure for linear and nonlinear dynamics with high-order accuracy and high-efficient energy conservation (Q2241727) (← links)
- Multi-timestep integration in computational dynamics. (Q2768000) (← links)
- Heterogeneous asynchronous time integrators for computational structural dynamics (Q2952676) (← links)
- Subcycling first- and second-order generalizations of the trapezoidal rule (Q4209674) (← links)
- Analysis and implementation of a new constant acceleration subcycling algorithm (Q4362156) (← links)
- Convergence results of a heterogeneous asynchronous newmark time integrators (Q6041076) (← links)
- An efficient non-iterative hybrid method for analyzing train-rail-bridge interaction problems (Q6490906) (← links)
- A faster and accurate explicit algorithm for quasi-harmonic dynamic problems (Q6560652) (← links)
