Difference between revisions of "Helical symmetry"

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(Created page with " ==Symmetrizing a particle== ===Helical operator syntax=== Symmetrizing a helical particle can be done with the usual tool {{t|dsym}}: <tt> vh = dsym(v,<operator>);</tt> w...")
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Revision as of 14:16, 1 June 2016

Symmetrizing a particle

Helical operator syntax

Symmetrizing a helical particle can be done with the usual tool dsym:

 vh = dsym(v,<operator>);

where operator represents any symmetry operator. The syntax for helical operators is:

 h [<phi>,<dz>,<repetitions[optional]>,<rotational symmetry[optional]>]}} 

Here:

  • phi is the angular increment in degrees
  • dz is the axial rise in pixels
  • the number of repetitions
  • additional Cn rotation to account for n-start helices


Using symmetrization in alignment projects

The simplest way is to input one operator with the syntax described #Helical operator syntax above in the Numerical settings area of the dcm GUI.

This allows to impose a given symmetrization. In order to estimate the symmetry, you will need to create a plugin.