Changeset 0d5a655 in sasmodels for doc


Ignore:
Timestamp:
Jan 24, 2018 4:41:26 PM (7 years ago)
Author:
Paul Kienzle <pkienzle@…>
Branches:
master, core_shell_microgels, magnetic_model, ticket-1257-vesicle-product, ticket_1156, ticket_1265_superball, ticket_822_more_unit_tests
Children:
3fb9404
Parents:
31a02f1
Message:

make jitter explorer available from sasview app

Location:
doc
Files:
3 edited

Legend:

Unmodified
Added
Removed
  • doc/developer/overview.rst

    r2a7e20e r0d5a655  
    190190*sasmodels.generate.PROJECTION*, with the default *PROJECTION=1* for 
    191191equirectangular and *PROJECTION=2* for sinusoidal.  The more complicated 
    192 Guyou and Postel projections are not implemented. See explore.jitter.draw_mesh 
     192Guyou and Postel projections are not implemented. See jitter.draw_mesh 
    193193for details. 
    194194 
     
    274274code. 
    275275 
    276 *explore/jitter.py* is for exploring different options for handling 
    277 orientation and orientation dispersity.  It uses *explore/guyou.py* to 
     276*sasmodels/jitter.py* is for exploring different options for handling 
     277orientation and orientation dispersity.  It uses *sasmodels/guyou.py* to 
    278278generate the Guyou projection. 
    279279 
  • doc/genapi.py

    r706f466 r0d5a655  
    6969    ('exception', 'Annotate exceptions'), 
    7070    ('generate', 'Model parser'), 
     71    ('jitter', 'Orientation explorer'), 
     72    ('guyou', 'Guyou map projection'), 
    7173    ('kernel', 'Evaluator type definitions'), 
    7274    ('kernelcl', 'OpenCL model evaluator'), 
  • doc/guide/orientation/orientation.rst

    r5fb0634 r0d5a655  
    5252yaw angle $\theta$ about the $b$-axis and pitch angle $\phi$ about the 
    5353$a$-axis. 
     54 
     55You can explore the view and jitter angles interactively using 
     56:func:`sasmodels.jitter.run`.  Enter the following into the python 
     57interpreter:: 
     58 
     59    from sasmodels import jitter 
     60    jitter.run() 
    5461 
    5562More formally, starting with axes $a$-$b$-$c$ of the particle aligned 
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