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Mathematical modeling of flexible beam- A comparative study

机译:柔性梁的数学建模-比较研究

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In this paper, the complete development and analysis of two approaches on mathematical modeling of flexible beam are presented. The mathematical modeling of flexible beam is done using Euler Newton method combined with Assumed Mode Method (AMM) as well as Lagrangian technique in conjunction with AMM. The first model is derived based on Timoschenko beam theory whereas second model is based on Euler Bernoulli beam theory. A bang-bang torque is applied as an input and the dynamic response of the system is investigated. A comparative assessment is presented for validation of the models characterizing the manipulator system, in both time and frequency domain. Performances of the models were evaluated with the manipulator theoretical natural frequencies obtained analytically. The proposed study can be used for the design and development of model based controllers in future.
机译:本文对柔性梁数学建模的两种方法进行了完整的开发和分析。柔性梁的数学建模是使用Euler Newton方法与假定模式方法(AMM)相结合,以及拉格朗日技术与AMM相结合完成的。第一个模型是基于Timoschenko束理论得出的,而第二个模型是基于Euler Bernoulli束理论得出的。施加了爆炸扭矩作为输入,并研究了系统的动态响应。提出了一个比较评估,以在时域和频域上验证表征机械手系统的模型。通过分析获得的机械手理论固有频率来评估模型的性能。所提出的研究可用于将来基于模型的控制器的设计和开发。

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