石膏行星轮 发表于 2019-11-8 15:31:24

二次开发-修改方程式

在做一个二次开发的任务,想在既有的参数化建模的SOLIDWORKS文件上,直接修改方程式里的全局变量来达到修改整个文件的目的。
虽然说可以用导入txt文件的办法来快速修改,现在想更进一步,用vb编写一个页面直接修改。
但是遇到了问题,用
swEqnMgr.Add2(0, """L1""" & " = " & Change1 & "mm", True)
命令把一个定义全局变量的方程式改为
“L1” = 60
后,其他引用了该全局变量的参数全部自动断开了,,,
请教各位大神有没有解决的办法啊。

石膏行星轮 发表于 2019-11-8 15:32:51

change1 是我自己定义的一个变量

seanxu 发表于 2019-11-8 16:50:36

用equation属性设置全局变量

远祥 发表于 2019-11-9 08:54:42

二次开发还是表达式方便一些,文本不好弄啊

石膏行星轮 发表于 2019-11-11 08:33:05

seanxu 发表于 2019-11-8 16:50
用equation属性设置全局变量

Equation是获取公式表达式信息指令,我要把我改的新公式再输进去

seanxu 发表于 2019-11-11 14:21:40

石膏行星轮 发表于 2019-11-11 08:33
Equation是获取公式表达式信息指令,我要把我改的新公式再输进去

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

809775354 发表于 2020-4-10 09:16:46

原理是一样的,应该可以操作吧

石膏行星轮 发表于 2020-6-2 08:31:52

过去半年了,,,似乎这个问题没有办法解决。

flooding 发表于 2020-6-5 10:59:11

现在论坛活动的太少了

809775354 发表于 2020-6-22 15:51:51

实现的方法多种多样,考虑一下是不是要做成通用的。
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