SPS报错Invalid floating point解决办法
本帖最后由 guowenhao 于 2025-3-8 10:29 编辑data:image/png;base64,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
和大家讲一下我最先开始在win10可以正常使用,然后换电脑了是win11使用bwrs方程时出现Invalid floating point问题
解决问题是在电脑里下载一个虚拟机模拟win10系统再去使用就可以用了{:5_136:}
希望可以帮到大家,如果有用或者有其他问题的话再帖子下面留言
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