nulixuexi 发表于 2018-2-23 09:44:57

GPWG输出的MO矩阵,什么意思???


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**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

只考虑各个方向质量相等的情况,帮助文件里的例子

data:image/png;base64,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
如果Mo这样分块:

data:image/png;base64,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查看完整版本: GPWG输出的MO矩阵,什么意思???