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Modeling of dynamic mass coupled system with Runge-Kutta fourth order

机译:跳动 - 库特第四顺电动质量耦合系统建模

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This paper shows the mathematical modeling process of a mechanical system of masses coupled by two springs and a shock absorber.The process of capture of movement of the mass system coupled with springs was done with software Tracker video analysis and modeling tool.The motion capture of the coupled masses A and B was made with a duration of 20 seconds.A comparison of the results of the movement of the two masses will be established as a first instance,by adjusting trajectories of curves in time using Matlab software and as a second instance a numerical solution of the Mass-Spring model will be established using the Runge Kutta method of 4 order.With this last method,it is expected to achieve a better precision modeling of the initial value problem.Finally,a comparison of the two mathematical models will be made analyzing.
机译:本文显示了由两个弹簧和减震器耦合的机械系统的数学建模过程。用软件跟踪器视频分析和建模工具完成了与弹簧联接的质量系统移动的捕获过程。运动捕获耦合质量A和B的持续时间为20秒。通过使用MATLAB软件及作为第二个实例调整曲线的轨迹,将建立两个肿块的运动结果的比较。将使用4个顺序的径流Kutta方法建立质量弹簧模型的数值解。最后,预计初始价值问题的更好的精确建模。最后,两种数学模型的比较将进行分析。

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