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Triangular function based analysis and solution of inverted pendulum problem

机译:基于三角函数的倒立摆问题分析与解决

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Differential equations of different types and orders are of utmost importance for mathematical modeling of control system problems. State variable method uses the concept of expressing a number of first order differential equations in vector matrix form to model and analyze/synthesize control systems. The present work takes into account the Analysis and Solution of Homogeneous and Non-homogeneous (Time invariant) Differential State Equations and solving inverted pendulum problem with this approach.
机译:对于控制系统问题的数学建模,不同类型和阶次的微分方程至关重要。状态变量方法使用以矢量矩阵形式表示许多一阶微分方程的概念来对控制系统进行建模和分析/综合。本工作考虑了齐次和非齐次(时不变)微分状态方程的分析和求解,并考虑了这种方法的倒立摆问题。

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