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Extended Procedure for Stiffness Modeling Based on the Matrix Structure Analysis

机译:基于矩阵结构分析的刚度建模的扩展程序

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For handling tasks requiring high accuracy and high dynamics, good stiffness properties of the manipulator are crucial and need to be taken into account in the design phase. Known methods to calculate the stiffness properties of amechanical structure are the Finite Element Analysis, the Virtual Joint Method and the Matrix Structure Analysis. These methods trade off the complexity and computational costs against the accuracy of the results. This paper presents an extended procedure to model and analyze the stiffness properties of mechanical structures based on the Matrix Structure Analysis. The stiffness matrix of the structure is assembled automatically, following the described algorithm. The deformation of the structure under external load can then be calculated directly. In this procedure, complex links and joints with force dependent (non-linear) stiffness properties can be taken into account. This extended procedure is validated by measurements on a robotic arm.
机译:为了处理需要高精度和高动态的任务,操纵器的良好刚度特性至关重要,并且需要在设计阶段考虑。 用于计算机电结构刚度特性的已知方法是有限元分析,虚拟接合方法和基质结构分析。 这些方法对结果的准确性缩小复杂性和计算成本。 本文提出了一种扩展程序,以基于基于基质结构分析来模拟和分析机械结构的刚度特性。 按照所描述的算法自动组装结构的刚度矩阵。 然后可以直接计算外部负载下的结构的变形。 在该过程中,可以考虑具有力依赖性(非线性)刚度特性的复杂链接和关节。 通过机器人臂上的测量验证了这种扩展程序。

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