Use of Optimal quasi- velocity Trajectories

P. Herman
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引用次数: 0

Abstract

The paper presents optimization of the generalized velocity components (GVC) in order to obtain the energy efficient profile. The GVC arise from decomposition of the system mass matrix and the corresponding equations of motion are first-order. The obtained optimal quantities show some properties of the system that are not observable if the system is described using the second-order differential equations of motion. As a result, an insight into the system dynamics can be given and nonlinearity evaluation and reduction is possible. The presented approach was tested analytically and in simulation on a 2 DOF planar mechanical system.
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最佳准速度轨迹的使用
本文对广义速度分量(GVC)进行了优化,以获得节能剖面。GVC由系统质量矩阵分解得到,对应的运动方程为一阶。所得到的最优量显示了用二阶运动微分方程描述系统时所不能观察到的一些特性。因此,可以深入了解系统动力学,并可以对非线性进行评估和简化。在一个二自由度平面机械系统上对该方法进行了分析和仿真验证。
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