Article
Open Access
A Weighted Residual Parabolic Acceleration Time Integration Method for Problems in Structural Dynamics
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Published/Copyright:
January 1, 2007
Received: 2007-04-26
Revised: 2007-08-29
Accepted: 2007-09-21
Published Online: 2007
Published in Print: 2007
© Institute of Mathematics, NAS of Belarus
Articles in the same Issue
- Numerical Solution of a Hyperbolic-parabolic System by Splitting Methods and Optimal Control Approaches
- Stability of the Difference Schemes for the Equations of Weakly Compressible Liquid
- Integration of Jacobi and Weighted Bernstein Polynomials Using Bases Transformations
- A Weighted Residual Parabolic Acceleration Time Integration Method for Problems in Structural Dynamics
- Finite-order Integration Weights Can be Dangerous
- Error Bounds of a Fully Discrete Projection Method for Symm’s Integral Equation
- Fully and Semi-discrete Fourth-order Schemes for Hyperbolic Conservation Laws
Keywords for this article
structural dynamics;
time integration;
numerical stability;
numerical accuracy;
convergence;
dissipation;
dispersion;
implicit method;
explicit method
Creative Commons
BY-NC-ND 4.0
Articles in the same Issue
- Numerical Solution of a Hyperbolic-parabolic System by Splitting Methods and Optimal Control Approaches
- Stability of the Difference Schemes for the Equations of Weakly Compressible Liquid
- Integration of Jacobi and Weighted Bernstein Polynomials Using Bases Transformations
- A Weighted Residual Parabolic Acceleration Time Integration Method for Problems in Structural Dynamics
- Finite-order Integration Weights Can be Dangerous
- Error Bounds of a Fully Discrete Projection Method for Symm’s Integral Equation
- Fully and Semi-discrete Fourth-order Schemes for Hyperbolic Conservation Laws
