Changes between Version 20 and Version 21 of TartuSchoolSasView


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Timestamp:
Sep 14, 2017 4:43:21 PM (7 years ago)
Author:
ajj
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  • TartuSchoolSasView

    v20 v21  
    6161 
    6262== [=#section2 2.]  Exploring geometrical models == 
    63  
    64  
     63In this part of the exercised, you will plot the scattering patterns calculated using different geometrical models and explore the effect that the model parameters have on the scattering. 
     64 
     65{{{ 
     66#!div style="background: lightblue" 
     67**TASK:** Restart !SasView 
     68 
     69Before starting this part of the exercise, you should have a clean !SasView instance. Quit !SasView and restart it. 
     70}}} 
     71 
     72 
     73=== Spheres === 
     74 
     75{{{ 
     76#!div style="background: lightblue" 
     77**TASK:** Plot the scattering from a collection of spherical particles 
     78 
     79In the Fit Panel, there should be a single tab labelled "Fitpage1". In that tab, choose the model category "Sphere" and the model "sphere". 
     80}}} 
     81 
     82The fit panel and a plot panel that appears should look like the following: 
     83 
     84[[(Image(tartu_fitpage1_1.png)]][[Image(tartu_sphere.png)]] 
     85 
     86{{{ 
     87#!div style="background: lightblue" 
     88**TASK:** Change the parameters and note the changes in the scattering pattern. 
     89 
     90In the "Fitpage1" tab, scroll down to the bottom and: 
     91 * Increase "Npts" to 200 
     92 * Check the "Log" box 
     93 
     94Next, click "Compute" 
     95 
     96This will improve the fidelity of the modelled curve. 
     97 
     98Now scroll back up and try adjusting the various model parameters one at a time. Pressing enter after changing a value should recalculate the scattering. If not, use the Compute button. 
     99 
     100What effect do the each of the parameters have on the scattering curve? 
     101* scale 
     102* background 
     103* sld and sld_solvent 
     104* radius 
     105}}} 
     106 
     107 
     108=== Cylinders === 
     109 
     110{{{ 
     111#!div style="background: lightblue" 
     112**TASK:** Plot the scattering from a collection of cylindrical particles 
     113 
     114From the "Fitting" menu, select "New Fit Page". 
     115 
     116In the Fit panel, a new tab labelled "Fitpage2" should appear. In that tab, choose the model category "Cylinder" and the model "cylinder". 
     117}}} 
     118 
     119The fit panel and a plot panel that appears should look like the following: 
     120 
     121[[(Image(tartu_fitpage2_1.png)]][[Image(tartu_cylinder.png)]] 
     122 
     123{{{ 
     124#!div style="background: lightblue" 
     125**TASK:** Change the parameters and note the changes in the scattering pattern. 
     126 
     127In the "Fitpage2" tab, scroll down to the bottom and: 
     128 * Increase "Npts" to 200 
     129 * Check the "Log" box 
     130 
     131Next, click "Compute" 
     132 
     133This will improve the fidelity of the modelled curve. 
     134 
     135Now scroll back up and try adjusting the various model parameters one at a time. Pressing enter after changing a value should recalculate the scattering. If not, use the Compute button. 
     136 
     137What effect do the each of the parameters have on the scattering curve? 
     138* scale 
     139* background 
     140* sld and sld_solvent 
     141* radius 
     142* length 
     143}}} 
     144 
     145 
     146=== Polydispersity === 
     147 
     148{{{ 
     149#!div style="background: lightblue" 
     150**TASK:** Apply polydispersity to model parameters 
     151 
     152Select the "Fitpage1" tab that contains the sphere model. 
     153 
     154Find the section labelled "Polydispersity and Orientational Distribution" 
     155 
     156Click the "On" radio button and a new section should appear labelled "Distribution of radius". 
     157 
     158Enter a value for "PD[ratio]" between 0.0 and 1.0 - this is the polydispersity defined as sigma_r/r. 
     159 
     160What effect does varying the polydispersity have on the scattering curve? 
     161 
     162Repeat the exercise for the cylinder model in "Fitpage2" 
     163 
     164}}} 
    65165 
    66166