CV:DIH2: Difference between revisions
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===Definition=== | ===Definition=== | ||
The dihedral angle among | The dihedral angle among three vectors. Each vector is determined by two points, which are calculated as the center of mass of groups of atoms. | ||
<center><math>\xi = sign((\bold n_1 \times \bold n_2) . ( \bold C_{com} - \bold D_{com} ) )*arccos \left(\frac{ \bold n_1 . \bold n_2 }{|\bold n_1| . | \bold n_2 |} \right)</math></center> | <center><math>\xi = sign((\bold n_1 \times \bold n_2) . ( \bold C_{com} - \bold D_{com} ) )*arccos \left(\frac{ \bold n_1 . \bold n_2 }{|\bold n_1| . | \bold n_2 |} \right)</math></center> | ||
where normal vectors are defined as | where normal vectors are defined as |
Latest revision as of 22:15, 11 June 2018
Navigation: Documentation / Collective Variables / CV:DIH2
Distance
Angle
Coordination
Shape
Special
Energy
Algebra
Definition
The dihedral angle among three vectors. Each vector is determined by two points, which are calculated as the center of mass of groups of atoms.
where normal vectors are defined as
PBC note: The minimum-image convention is apllied to vectors |AB|, |CD|, and |EF| only if the fenable_pbc option is activated. The convention is not used to calculate the center of mass. It is therefore required that atoms within a group are either covalently bound or are part of complex that will not be separated or reimaged during a simulation.
Specification
Section name: DIH
Key | Type | Default | Description |
name | string | unique CV name | |
group_a | mask | atoms specifying the point A | |
group_b | mask | atoms specifying the point B | |
group_c | mask | atoms specifying the point C | |
group_d | mask | atoms specifying the point D | |
group_e | mask | atoms specifying the point E | |
group_f | mask | atoms specifying the point F |
Keys in bold are mandatory.