首页> 外文会议>International Conference on Advanced Design and Manufacture(ADM2006); 20060108-10; Harbin(CN) >THE CONCEPTUAL DESIGN OF MECHANICAL SYSTEM BY CHARACTERISTIC EQUATION OF MECHANISM BASED ON STATE SPACE THEORY
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THE CONCEPTUAL DESIGN OF MECHANICAL SYSTEM BY CHARACTERISTIC EQUATION OF MECHANISM BASED ON STATE SPACE THEORY

机译:基于状态空间理论的力学特征方程式的机械系统概念设计

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摘要

A new approach of conceptual design for a hybird mechanical system is firstly presented in the paper ,and a new mechanical system can be automatically generated by combining basic mechanical units, in particularly, to generate alternate mechanism concepts. Beginning with kinematic functions of the input and output of a unit, which are presented as the input and output characteristic state vectors. And then, the characteristic state equations are defined according to the input and output functional characteristic state vectors. Meanwhile, the characteristic state space can also be established by motion relationship between the multiple inputs and the outputs. And then, the combination models (series and parallel combined pattern )are provided from the different combination of unit with different generalized characteristic state equations. Additionally, the properties of characteristic state space for the different combination of basic mechanical units are intensively researched and the decomposition rules of characteristic state equations are discussed in detail. By manipulating the matrices and the vectors, a given task can be decomposed into subfuntions. The equation and matrix scheme serves as a formal means to perform these tasks, as follow :(a) to represent and reason with the basic mechanical units at different levels of abstrction. (b) to represent and reason with the combination pattern at different levels of abstrction. ( c )to generate alternate conceptual design scheme including basic mechanical units or their combination. An example is given to show the application of the approach.
机译:本文首先提出了一种混合动力机械系统概念设计的新方法,并且可以通过组合基本机械单元自动生成新的机械系统,特别是生成替代的机械概念。从单元的输入和输出的运动学功能开始,这些功能作为输入和输出特征状态向量呈现。然后,根据输入和输出功能特征状态向量定义特征状态方程。同时,还可以通过多个输入和输出之间的运动关系来建立特征状态空间。然后,通过具有不同广义特征状态方程的单元的不同组合,提供组合模型(串联和并联组合模式)。另外,对基本机械单元不同组合的特征状态空间的性质进行了深入研究,并详细讨论了特征状态方程的分解规律。通过操纵矩阵和向量,可以将给定的任务分解为子功能。方程和矩阵方案是执行这些任务的正式手段,如下:(a)用不同的吸收水平表示和解释基本机械单元。 (b)用不同吸收水平的组合模式表示和推理。 (c)生成替代的概念设计方案,包括基本机械单元或其组合。给出一个例子来说明该方法的应用。

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