vina对接
请教一下大家,vina做对接计算,配体与蛋白是否都要考虑范德华力和静电作用?data:image/png;base64,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图1
data:image/png;base64,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图2:这里的vdW=1是什么意思
按照官网的教程来做就可以,有视频
页:
[1]