Jmol/Quaternions

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Jmol shows structures (e.g. atom positions) on a display and allows the view to be rotated and individual atomic positions to be manipulated. The atoms have Cartesian coordinates x, y, z, and when you rotate the model, the coordinate system is rotated (same coordinates x, y, z, but axes of coordinate system point in different directions).
Jmol shows structures (e.g. atom positions) on a display and allows the view to be rotated and individual atomic positions to be manipulated. The atoms have Cartesian coordinates x, y, z, and when you rotate the model, the coordinate system is rotated (same coordinates x, y, z, but axes of coordinate system point in different directions).
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<jmol><jmolButton><script>axes on</script>
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<jmol><jmolButton><script>axes on</script><text>show axes</text></jmolButton></jmol>
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<text>show axes</text></jmolButton></jmol>
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When a new structure is loaded, the axes point left, up, and out of the screen. The Jmol command "reset" puts the coordinate system back into that initial orientation.
When a new structure is loaded, the axes point left, up, and out of the screen. The Jmol command "reset" puts the coordinate system back into that initial orientation.
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<jmol><jmolButton><script>reset</script>
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<jmol><jmolButton><script>reset</script><text>reset to initial orientation</text></jmolButton></jmol>
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<text>reset to initial orientation</text></jmolButton></jmol>
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The Jmol command "q = quaternion()" assigns the current orientation to q.
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<jmol><jmolButton><script>q = quaternion()</script><text>save orientation</text></jmolButton></jmol>
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How is an orientation different from a rotation? An orientation is the rotation necessary to get the coordinate system from the "reset" orientation to the current orientation. The quaternion q0 for the initial orientation corresponds to no rotation, i.e. {0 0 1 0}. To get back to an orientation q after rotating, use "moveto 0 quaternion q".
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<jmol><jmolButton><script>moveto 0 quaternion q</script><text>go to saved orientation</text></jmolButton></jmol>
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The Jmol command "q = quaternion()" assigns the current orientation to q. How is an orientation different from a rotation? An orientation is the rotation necessary to get the coordinate system from the "reset" orientation to the current orientation. The quaternion q0 for the initial orientation corresponds to no rotation, i.e. {0 0 1 0}. To get back to an orientation q after rotating, use "moveto 0 quaternion q".
 
==Combining two rotations==
==Combining two rotations==

Revision as of 19:22, 24 July 2019

Examples

Caption for this structure

Drag the structure with the mouse to rotate

Resources

http://sacredsoftware.net/tutorials/quaternion.html

Proteopedia Page Contributors and Editors (what is this?)

Karsten Theis

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