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能量梯度可以以指针的形式显示(图2);
不同的原子属性可以以标签的形式显示:Mulliken种群和电荷、自旋密度、价态;
键序(以标签的形式显示在结合物上);
分子轨道可视为等值面或彩色平面;
振动模式可以动画或以指针的形式(位移矢量)显示;
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修改分子中的任何几何参数(距离、角度、二面角)。该修饰可以伴随着一个原子、两个原子或选定的原子群的位移;
用鼠标在分子图像上拖曳原子或碎片或旋转碎片的可能性(图5);
应用任意几何参数的迭代算法(图6);
一种易于使用的实用程序,用于将点群应用于分子(图8)。
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The program combines advanced graphical user interface and wholesome features designed for practical use. Chemcraft provides very detailed structured visualization of output files, based on dividing a file into separate elements and presenting them in an hierarchical multi-level list; this feature allows one to easily analyze complicated files, such as scan jobs, IRC jobs, or multi-job calculations. The graphical engine of Chemcraft does not require any hardware acceleration.

构建分子
Chencraft支持一组用于构造分子结构的工具,这些工具可用于准备计算或其他目的的初始猜测:
从标准分子片段(自由基等)中构建分子,提供了通过自定义剪贴板来补充该片段集并通过剪贴板复制/粘贴单个片段的可能性;
修改分子中的任何几何参数(距离、角度、二面角)。该修饰可以伴随着一个原子、两个原子或选定的原子群的位移;
用鼠标在分子图像上拖曳原子或碎片或旋转碎片的可能性(图5);
应用任意几何参数的迭代算法(图6);
一种易于使用的实用程序,用于将点群应用于分子(图8)。
Chemcraft extracts molecular orbital coefficients together with basis set information from GAMESS-US output files and renders molecular orbitals in the form of isodensity surfaces or surfaces (planes, spheres) colored by density value (see fig. 3). Chemcraft provides some possibilities to perform operations with orbitals (e.g. to multiply one orbital by another). The formulas for building the orbitals are taken from the source code of PLTORB program distributed with GAMESS-US. The computation of cubes with density values is well-optimized. Note that if there are several tables of molecular orbital coefficients in the file, Chemcraft extracts each of them and allows them to be rendered (for instance, in MCSCF calculations either canonical or natural orbitals can be shown). Besides visualization of orbitals, Chemcraft provides a simple utility for automatic determination of atomic orbitals forming each molecular orbitals, which can be useful for analysis of the orbitals.
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