英语翻译.本论文首先从耦合摆的理论分析入手,得到串联耦合摆和并联耦合摆的运动方程.其次,应用计算工具Mathematica对微分方程进行数值求解,着重对该模型进行了计算机仿真,画出串联耦合
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英语翻译.本论文首先从耦合摆的理论分析入手,得到串联耦合摆和并联耦合摆的运动方程.其次,应用计算工具Mathematica对微分方程进行数值求解,着重对该模型进行了计算机仿真,画出串联耦合
英语翻译
.本论文首先从耦合摆的理论分析入手,得到串联耦合摆和并联耦合摆的运动方程.其次,应用计算工具Mathematica对微分方程进行数值求解,着重对该模型进行了计算机仿真,画出串联耦合摆和并联耦合摆的运动轨迹,得到了串联耦合摆和并联耦合摆的相图,然会用非线性知识进行定性分析.
英语翻译.本论文首先从耦合摆的理论分析入手,得到串联耦合摆和并联耦合摆的运动方程.其次,应用计算工具Mathematica对微分方程进行数值求解,着重对该模型进行了计算机仿真,画出串联耦合
This paper starts from the analysis of coupled pendulum theory,the equations of motion are coupled in series and parallel coupled pendulum swing.Secondly,using computational tools of Mathematica numerical solution of the differential equation of the model,a computer simulation,draw the trajectory of series coupled pendulum and the parallel coupled pendulum,the phase diagram of series coupled pendulum and parallel coupled pendulum,and qualitative analysis was done by nonlinear knowledge.