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Automatic derivation of the optimum dynamic model for analysis and decision making in gearboxes

机译:齿轮箱中分析和决策的最佳动态模型的自动推导

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Eliminating problems in dynamic behaviour through simulation requires suitable application of model creation, mathematical solution and result interpretation. The creation of lumped-parameter models from a continuous system is necessary to carry out such dynamic simulations, yet it is a time-consuming and iterative process, often prone to errors. Different models with different approaches to discretisation give different simulation results even when derived from the same geometry. A discretisation algorithm has been implemented to automate this process and to create optimum dynamic models for a given frequency range. This gives simulation results that are accurate and at the same time computationally efficient. In this document, we validate this discretisation algorithm using various examples and show the errors that can arise from inappropriate discretisation. It goes on to show how an informed selection of model and solver facilitated decision making and problem elimination in a real-life case study for gear rattle.
机译:通过仿真消除动态行为中的问题需要适当应用模型创建,数学解决方法和结果解释。从连续系统创建集合参数模型是执行此类动态仿真所必需的,但它是耗时和迭代的过程,通常容易出错。具有不同方法的不同模型,即使从相同的几何形状导出,也给出了不同的模拟结果。已经实现了一种自由化算法来自动化该过程,并为给定频率范围创建最佳动态模型。这使得仿真结果是准确的,同时计算效率。在本文档中,我们使用各种示例验证了这种离散算法,并显示了可能出现来自不恰当的自分离去的错误。它旨在展示如何在齿轮拨浪鼓的真实案例研究中提供明智的模型和求助的决策和问题消除。

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