线圈引线框架焊接试验设计数学建模指南

D. P. Lynch, W. Duff, J. E. Fleischmann
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引用次数: 0

摘要

目前工业内的一般需求是利用统计方法,包括在开发新工艺及其参数的实验设计。由于工艺变量的数量,这种需求在微连接(小型电阻焊)中更为明显。本文概述了统计方法在微连接过程中的应用。本文记录了用于建立电引线框架微连接设计的优化工艺参数的方法。该方法包括利用实验设计来开发过程的线性数学模型。利用高频逆变器和电容放电焊接设备进行了实验的初步(筛选)和最终设计。评估了模型及其线性假设的有效性,并进行了转换以确保线性。一旦验证了回归模型,就进行优化以最大化响应变量并确定最佳工艺参数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A guideline for using experimental design mathematical modeling in welding of coil lead frames
A current general need within industry is to utilize statistical methods including experimental design in the development of new processes and their parameters. This need is even more evident in microjoining (small scale resistance welding) due to the number of process variables. This paper outlines an application in which statistical methods are applied to a microjoining process. The paper documents the methodology used to establish optimized process parameters for in microjoining of an electrical lead frame design. The methodology includes utilizing experimental design to develop a linear mathematical model of the process. A preliminary (screening) as well as final design of experiment is performed using a HF inverter and capacitive discharge welding equipment. The validity of the model and its linear assumption are evaluated and a transformation is performed to ensure linearity. Once the regression model has been verified, an optimization is performed to maximize the response variable and determine the optimum process parameters.
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