Isosurface: Difference between revisions
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'''isosurface''' creates a new surface object from a map object. | |||
== Usage == | |||
== | <source lang="python"> | ||
isosurface name, map, [,level [,(selection) [,buffer [,state [,carve [,source_state [,side [,mode ]]]]]]]] | |||
</source> | |||
* name = the name for the new mesh isosurface object. | |||
* map = the name of the map object to use for computing the mesh. | |||
* level = the contour level. (default=1.0) | |||
* selection = an atom selection about which to display the mesh with an additional "buffer" (if provided). (default="") | |||
* state = the state into which the object should be loaded (default=1) (set state=-2 to append new surface as a new state) | |||
* carve = a radius about each atom in the selection for which to include density. If "carve= not provided, then the whole brick is displayed. (default=None) | |||
* source_state = the state of the map from which the object should be loaded. (default=0) | |||
* Front or back face. Triangle-winding/normal direction. (default=1) | |||
* mode = surface geometry (0: dots; 1: lines; 2: triangle triangle-normals; 3: triangle gradient-normals) (default=3) | |||
== Algorithm == | |||
PyMOL offers three different algorithms for isosurface generation. Each of these can be activated by the <code>isosurface_algorithm</code> setting | |||
* 0: Marching Cubes via VTKm (default) (requires VTKm) | |||
* 1: Marching Cubes basic (fallback if VTKm not installed) | |||
=== | * 2: Marching tetrahedra (legacy) | ||
== Examples == | |||
fetch 1oky, type=2fofc, async=0 | |||
== | isosurface 1okySurf, 1oky_2fofc | ||
With carving at 2 Angstrom around the molecular model: | |||
[[Category:Commands| | fetch 1oky, async=0 | ||
fetch 1oky, type=2fofc, async=0 | |||
isosurface 1okySurf, 1oky_2fofc, 1.0, (1oky), carve=2.0 | |||
== Notes == | |||
If there exists a non-map object with the same name, then the new surface will overwrite that object. Surface objects can be appended onto existing surface objects using the aforementioned state argument. | |||
== See Also == | |||
* [[volume]] | |||
* [[isodot]] | |||
* [[isomesh]] | |||
* [[load]] | |||
* [[Dynamic_mesh]] | |||
[[Category:Commands|Isosurface]] | |||
[[Category:States|Isosurface]] | |||
[[Category:Electron_Density]] | |||
[[Category:Maps]] |
Latest revision as of 15:50, 2 June 2021
isosurface creates a new surface object from a map object.
Usage
isosurface name, map, [,level [,(selection) [,buffer [,state [,carve [,source_state [,side [,mode ]]]]]]]]
- name = the name for the new mesh isosurface object.
- map = the name of the map object to use for computing the mesh.
- level = the contour level. (default=1.0)
- selection = an atom selection about which to display the mesh with an additional "buffer" (if provided). (default="")
- state = the state into which the object should be loaded (default=1) (set state=-2 to append new surface as a new state)
- carve = a radius about each atom in the selection for which to include density. If "carve= not provided, then the whole brick is displayed. (default=None)
- source_state = the state of the map from which the object should be loaded. (default=0)
- Front or back face. Triangle-winding/normal direction. (default=1)
- mode = surface geometry (0: dots; 1: lines; 2: triangle triangle-normals; 3: triangle gradient-normals) (default=3)
Algorithm
PyMOL offers three different algorithms for isosurface generation. Each of these can be activated by the isosurface_algorithm
setting
- 0: Marching Cubes via VTKm (default) (requires VTKm)
- 1: Marching Cubes basic (fallback if VTKm not installed)
- 2: Marching tetrahedra (legacy)
Examples
fetch 1oky, type=2fofc, async=0 isosurface 1okySurf, 1oky_2fofc
With carving at 2 Angstrom around the molecular model:
fetch 1oky, async=0 fetch 1oky, type=2fofc, async=0 isosurface 1okySurf, 1oky_2fofc, 1.0, (1oky), carve=2.0
Notes
If there exists a non-map object with the same name, then the new surface will overwrite that object. Surface objects can be appended onto existing surface objects using the aforementioned state argument.