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首页> 外文期刊>Agronomy Research >Composing and solving differential equations for small oscillations of mathematical spring-coupled pendulums
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Composing and solving differential equations for small oscillations of mathematical spring-coupled pendulums

机译:数学弹簧耦合摆的小振动的微分方程的组合和求解

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This paper shows how to compose differential equations describing the oscillations of mathematical spring-coupled pendulums in a Mathcad worksheet. The composed differential equations are solved using both symbolic calculation features of Mathcad and Laplace transform. On the basis of the obtained solution, a video clip is made to demonstrate the motion of mathematical spring-coupled pendulums. The methods presented in this paper can be used for teaching engineering mathematics and mechanics.
机译:本文展示了如何在Mathcad工作表中构成微分方程,这些微分方程描述了数学弹簧耦合摆的振动。组合的微分方程使用Mathcad和Laplace变换的符号计算功能进行求解。在获得的解决方案的基础上,制作了一个视频剪辑以演示数学弹簧耦合摆的运动。本文介绍的方法可用于工程数学和力学的教学。

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