simulink与aspen dynamic连接
本帖最后由 fyqy123 于 2020-10-15 10:11 编辑各位前辈,我用MATLAB的simulink导入aspen dynamic文件时出现报错,请问怎么解决?
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
可以加一下qq好友吗,我最近也才开始学这方面的知识,可以相互学习交流一下
湖北张学友 发表于 2020-10-15 23:09
可以加一下qq好友吗,我最近也才开始学这方面的知识,可以相互学习交流一下
1198921077,一起学习吧
请问解决了吗
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