Difference between revisions of "Filament model"

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(Created page with "Filament models are used for geometries where location and orientation of particles can be defined with relation to tubular estructures. The usual way of handling them is by...")
 
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Filament models are used for geometries where location and orientation of particles can be defined with relation to tubular estructures.
 
Filament models are used for geometries where location and orientation of particles can be defined with relation to tubular estructures.
  
The usual way of handling them is by opening a small fraction of a  tomogram inside <tt>dtmslice</tt> and mark manually positions that define its "backbone". Loosely speaking, we call the " ''backbone'' of the filament" to the series of ordered points that arise from defining successive orthogonal sections along the path of the filament and picking the central point.
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The usual way of handling them is by opening a small fraction of a  tomogram inside <tt>dtmslice</tt> and mark manually positions that will be used to define a "backbone". Loosely speaking, we call the " ''backbone'' of the filament" to the series of ordered points that arise from defining successive orthogonal sections along the path of the filament and picking the central point.
 
 
  
Different models are available for the different relationships between the "backbone" of the filament and the locations and positions of the particles to be cropped.
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Different models are available for the different relationships between the "backbone" of the filament and the locations and positions of the particles to be cropped.  
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==Input stage==
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The input points in a filament model are used to define a smooth interpolant called ''backbone''. 
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=== Clicking input points in <tt>dtmslice</tt> ===
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==Computation stage==
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Different models are provided to account for different ways of relating particles to the backbone.
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===<tt>filamentWithTorsion</tt>===

Revision as of 14:07, 4 August 2016

Filament models are used for geometries where location and orientation of particles can be defined with relation to tubular estructures.

The usual way of handling them is by opening a small fraction of a tomogram inside dtmslice and mark manually positions that will be used to define a "backbone". Loosely speaking, we call the " backbone of the filament" to the series of ordered points that arise from defining successive orthogonal sections along the path of the filament and picking the central point.

Different models are available for the different relationships between the "backbone" of the filament and the locations and positions of the particles to be cropped.


Input stage

The input points in a filament model are used to define a smooth interpolant called backbone.

Clicking input points in dtmslice

Computation stage

Different models are provided to account for different ways of relating particles to the backbone.

filamentWithTorsion