dongdawn 发表于 2014-12-11 16:57:51

dssp画二级结构变化图

用do_dssp生成xpm格式数据,将其转化为eps图片,(xpm2ps -f dssp.xpm -o dssp.eps),图片质量太差了怎么办。还有些字母也显示不出来。
data:image/png;base64,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

一泓山人 发表于 2014-12-11 19:31:03

在gromacs安装目录/public/home/software/gromacs5/share/gromacs/top里面有个ps.m2p,里面二级结构的颜色代码,横纵坐标都可以设置

陈大亚 发表于 2014-12-24 17:17:06

我的gromacs是4.6.6版,然后不知道装什么版的DSSP,装dsspcmbi.zip说是版本不对,因为看到是支持dssp2.1及以后的版本,现在在网下的dssp-2.1.0.tgz不知道怎么安装,求助!

dongdawn 发表于 2014-12-29 10:46:53

陈大亚 发表于 2014-12-24 17:17
我的gromacs是4.6.6版,然后不知道装什么版的DSSP,装dsspcmbi.zip说是版本不对,因为看到是支持dssp2.1及以 ...

网上有直接编译好的,谷歌就行,下载dssp-2.0.4-linux-amd64,后来chomd,最后把路径加到你的.bashrc就行了

陈大亚 发表于 2014-12-30 21:34:46

dongdawn 发表于 2014-12-29 10:46
网上有直接编译好的,谷歌就行,下载dssp-2.0.4-linux-amd64,后来chomd,最后把路径加到你的.bashrc就行 ...

解决了,谢谢!

有你就足够 发表于 2016-8-6 19:54:25

楼主,你的问题解决了没?最近小弟也遇到这样的问题
页: [1]
查看完整版本: dssp画二级结构变化图