In using multi-pass integration methods for real-time simulation of dynamic systems, it may be desirable to employ intermediate-pass state-variable calculations as real-time outputs. For example, the real-time version of 2nd-order Runge-Kutta (RTRK-2) utilizes two evaluations of each state variable per overall integration step. The first evaluation uses Euler integratio
One of the most difficult real-time simulation problems is the simulation of stiff dynamic systems. ...
This efficient application of any numerical integration method depends on accurate estimation of the...
Time-step integration is a popular technique commonly used for the envelope transient simulation of ...
This paper describes a variation of the conventional two-pass explicit Adams-Moulton predictor-corre...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/76517/1/AIAA-1989-3306-556.pd
A study on the properties of the precise time-step integration methods for the simulation of dynamic...
Simulation of large physical systems often leads to initial value problems in which some of the solu...
This is part I of the paper. The staggered-integration-step scheme involves shifting integer frame t...
A new integration algorithm which has the simplicity of Euler integration but exhibits second-order ...
The simulation of two-time-scale systems in real time normally excludes the powerful methods used in...
Real-time (RT) emulation has emerged as a popular testing technique of late. In order to achieve RT ...
This paper discusses integration operator design using control theory. Methods of this type allow th...
"Series title: Springerbriefs in applied sciences and technology, ISSN 2191-530X"This chapter descri...
PostprintIn this paper, some general considerations are made on the stability of first-order integra...
This paper constructs highly accurate and efficient time integration methods for the solution of tra...
One of the most difficult real-time simulation problems is the simulation of stiff dynamic systems. ...
This efficient application of any numerical integration method depends on accurate estimation of the...
Time-step integration is a popular technique commonly used for the envelope transient simulation of ...
This paper describes a variation of the conventional two-pass explicit Adams-Moulton predictor-corre...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/76517/1/AIAA-1989-3306-556.pd
A study on the properties of the precise time-step integration methods for the simulation of dynamic...
Simulation of large physical systems often leads to initial value problems in which some of the solu...
This is part I of the paper. The staggered-integration-step scheme involves shifting integer frame t...
A new integration algorithm which has the simplicity of Euler integration but exhibits second-order ...
The simulation of two-time-scale systems in real time normally excludes the powerful methods used in...
Real-time (RT) emulation has emerged as a popular testing technique of late. In order to achieve RT ...
This paper discusses integration operator design using control theory. Methods of this type allow th...
"Series title: Springerbriefs in applied sciences and technology, ISSN 2191-530X"This chapter descri...
PostprintIn this paper, some general considerations are made on the stability of first-order integra...
This paper constructs highly accurate and efficient time integration methods for the solution of tra...
One of the most difficult real-time simulation problems is the simulation of stiff dynamic systems. ...
This efficient application of any numerical integration method depends on accurate estimation of the...
Time-step integration is a popular technique commonly used for the envelope transient simulation of ...