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APPLICATION OF PARALLEL-TWO-RING-DIMENSION-CHAIN THEORY TO COMPUTER AIDED CALCULATING OF MACHINING-PROCESS-DIMENSION-CHAIN

机译:平行双旋转链理论在加工过程维链计算计算机辅助计算中的应用

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This paper studies the characteristics of machining-process-dimension- chain (MDC) and parallel dimension chain, especially the special two-ring-dimension-chain in MDCs. It emphasizes that the two-ring-dimension-chain with parallel-connection relation is an important and decisive factor to find the deviation of machining process dimension in the MDC, and stresses its existence, necessity and position. Based on this, theory of MDC is proposed and presents a basic thought of calculating process dimensions and tolerances and deviations thereof in the machining process. Mathematical models for distribution of tolerance in calculating and analyzing operation dimension in the machining process are built. The distribution of dimension tolerance in the chains is optimized using optimizing algorithm. In view of the need of CAPP, a computer aided calculating (CAC) system is introduced into the MDC based on the theory of MDC in this paper.
机译:本文研究了加工 - 处理尺寸链(MDC)和平行尺寸链的特点,尤其是MDC中的特殊双环维链。它强调,具有并行连接关系的双环维链是找到MDC中加工过程维度的偏差,并强调其存在,必要性和位置的重要和决定性因素。基于此,提出了MDC理论,并提出了计算加工过程中的过程尺寸和公差的基本思想和其公差及其偏差。建立了基于加工过程中计算和分析操作尺寸的公差分布的数学模型。使用优化算法优化链中尺寸容差的分布。鉴于CAPP的需要,基于本文的MDC理论,将计算机辅助计算(CAC)系统引入MDC。

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