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EXACT-GRADIENT OPTIMIZATION METHOD FOR RIGID-BODY GUIDANCE SYNTHESIS IN PLANAR MECHANISMS

机译:平面机构刚体制导综合的精确梯度优化方法

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摘要

In this paper an approximate kinematic synthesis method is presented with application to rigid-body guidance in planar multibody systems. The problem of finding the optimal dimensions in linkages with rigid-body guidance constraints has been widely studied. Many techniques have been developed and applied to numerous kinematic chains. However, some problems remain without appropriate solution, such as a large number of required poses or low computational cost. The proposed method uses exact-gradient determination to search for an optimal solution. The modelling of the mechanism uses fully Cartesian coordinates and is formulated by means of algebraic constraint equations. Furthermore, the formulation allows the use of a large number of prescribed poses giving high accuracy in the definition of synthesis conditions. Examples are included to illustrate the new approach to some synthesis specifications.
机译:本文提出了一种近似的运动学综合方法,并将其应用于平面多体系统中的刚体制导。在具有刚体导向约束的连杆中寻找最佳尺寸的问题已得到广泛研究。已经开发了许多技术并将其应用于众多运动学链。但是,如果没有适当的解决方案,仍然存在一些问题,例如,所需的姿势很多或计算成本较低。所提出的方法使用精确梯度确定来搜索最优解。该机构的建模完全使用笛卡尔坐标,并通过代数约束方程式进行公式化。此外,该配方允许使用大量规定的姿势,从而在合成条件的定义中具有很高的准确性。包含示例以说明一些综合规范的新方法。

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