Two New Kinds of Algorithms for the Simulation of Linear Time-Invariant Systems
M. Jiang · Control theory & applications · 1993
Two new kinds of algorithms which are suitable for the simulation of linear time-invariant systems are presented. The algorithms not only maintain the good qualities of Modified Transition Matrix Method and Quasi-Adams Method such as A-stability, small computing effort and higher accuracy, but also make up their shortcomings of not strickness on theory and larger truncational error. Thus they have much better numerical properties. Simulation results show that the presented algorithms are feasible and effective.