请问为什么没有输出有效质量
为什么没有输出有效质量呢？读取文件的时候也没有报错啊data:image/png;base64,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
这是INPUT.in文件
这是设置的INPUT.in文件
麻烦您看一下，下面什么都没输出了 @small 发表于 2022-8-31 11:28
麻烦您看一下，下面什么都没输出了
vaspkit版本是多少，确认KPOINTS由vaspkit-912/913命令产生，建议先重复例子，排除可能存在的误操作。
页:
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