Distributed-Multirate Methods for Large Weakly-Coupled Differential SystemsApplied Mathematics and Computation (1989)
Distributed - multirate methods combine the advantages of multirate methods with those of distributed computer systems to provide effective methods for solving very large modular weakly-coupled differential systems. The methods are based on linear multistep methods for ordinary differential equations, but different subsystems are integrated by different autonomous quasi-synchronous processors using possibly different step-lengths, stiffness options and error tolerances. We introduce the methods, provide convergence and stability analyses, and relate some of our practical experience with these methods.
- Distributed - multirate methods,
- weakly-coupled differential systems
Publication DateMay, 1989
Citation InformationTjalling Ypma, A.R.C. de Almeida and I. M. MacLeod. "Distributed-Multirate Methods for Large Weakly-Coupled Differential Systems" Applied Mathematics and Computation Vol. 31 Iss. Special Issue Numerical Ordinary Diferrential Equations (Proceedings of the 1986 ODE Conference) (1989)
Available at: http://works.bepress.com/tjalling_ypma/27/