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Research on Error Estimation and Continuous Runge-Kutta Algorithm for Real-time Simulation

机译:误差估计与连续跑速-Kutta算法的实时仿真研究

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In order to evaluate the error of the Runge-Kutta (RK) algorithm used in real-time simulation and apply it to real-time simulation problems with dense output, based on the ODE45 with maximum stability region and least truncation error, this paper adopts a variable step-size strategies and derives a relative ODE35 RK algorithm (a combination of a third- and fifth-order method) to solve error estimation problem. Further, it is extended as the continuous RK algorithm. Thus it can not only be used for real-time simulation, but also be applied to non-real-time variable step-size simulation.
机译:为了评估实时仿真中使用的runge-kutta(rk)算法的误差,并根据具有最大稳定区域和最小截断误差的ode45将其应用于具有密集输出的实时仿真问题。本文采用可变的步长策略并导出相对oDe35 RK算法(第三顺序方法的组合)以解决误差估计问题。此外,它作为连续RK算法扩展。因此,它不仅可以用于实时模拟,而且还可以应用于非实时变量阶梯大小模拟。

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