Jmol/Superposition
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(New page: ==Introduction== Superpositions (or overlays) are a way to compare two structures by moving them on top of one another so the "equivalent atoms" are close to one another. Because the two s...) |
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==Introduction== | ==Introduction== | ||
| - | Superpositions (or overlays) are a way to compare two structures by moving them on top of one another so the "equivalent atoms" are close to one another. Because the two structures are different, not all equivalent atoms can match at the same time. Instead, you minimize the root-mean-square of the distances to achieve a compromise. If you want to see superpositions in the context of a proteopedia page (and look at the underlying jmol scripts), take a look at [Garman lab: Interconversion | + | Superpositions (or overlays) are a way to compare two structures by moving them on top of one another so the "equivalent atoms" are close to one another. Because the two structures are different, not all equivalent atoms can match at the same time. Instead, you minimize the root-mean-square of the distances to achieve a compromise. If you want to see superpositions in the context of a proteopedia page (and look at the underlying jmol scripts), take a look at [[Garman lab: Interconversion of lysosomal enzyme specificities]] and [[Schubert lab: bacterial InIC disrupts human Tuba complexes]]. |
==Loading two structures== | ==Loading two structures== | ||
Revision as of 09:57, 17 August 2018
Introduction
Superpositions (or overlays) are a way to compare two structures by moving them on top of one another so the "equivalent atoms" are close to one another. Because the two structures are different, not all equivalent atoms can match at the same time. Instead, you minimize the root-mean-square of the distances to achieve a compromise. If you want to see superpositions in the context of a proteopedia page (and look at the underlying jmol scripts), take a look at Garman lab: Interconversion of lysosomal enzyme specificities and Schubert lab: bacterial InIC disrupts human Tuba complexes.
Loading two structures
Demonstrations
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