= Swedness SANS Course - SANS Data Analysis using !SasView = ||= **Table of Contents** =|| || [#intro Introduction] || || [#section1 1. Familiarisation with SasView] || || [#section2 2. Exploring geometrical models] || || [#section21 2.1 Spheres] || || [#section22 2.2 Cylinders] || || [#section23 2.3 Polydispersity] || || [#section24 2.4 Resolution] || || [#section3 3. Handling SANS Data] || == [=#intro Introduction] == This exercise will introduce you to analysing SANS data using geometrical models in !SasView. In the first lab session you will look at how different shapes produce different scattering patterns, and how the model parameters affect the scattering pattern. In the second lab session you will then load some real SANS data and attempt to fit models to the data in !SasView. This first exercise is divided into 3 sections: 1. [#section1 Familiarisation with SasView] 2. [#section2 Exploring geometrical models] 3. [#section3 Handling SANS Data] Before beginning the exercise, you must first ensure that !SasView is installed. If you have not done so already, follow [wiki:KEMM37/InstallSasView these installation instructions]. Tasks you should perform are shown thus: {{{ #!div style="background: lightblue" **TASK 0:** Install !SasView. Installation instructions can be found here: [wiki:KEMM37/InstallSasView] }}} == [=#section1 1.] Familiarisation with !SasView == {{{ #!div style="background: lightblue" [=#task1 **TASK 1:**] Start !SasView. The application should open and look something like the images below. }}} || [[Image(kemm37_sasviewmac.png, 500px)]] || [[Image(kemm37_sasviewwin.png, 500px)]] || || !SasView 4.1.2 on Mac OS || !SasView 4.1.2 on Windows 10 || The !SasView user interface contains 4 main areas: * The Data Explorer * This is where data is loaded and can then be plotted or sent to the various types of analysis. * Models not associated with data (called "Theories" in !SasView) can be plotted and converted to datasets. * The Analysis Panel (which defaults to showing Fitting) * This is where you do the work of analysing data or generating theories * !SasView currently supports four analysis tools: * Fitting - for theory generation or model fitting to 1D and 2D SANS, SAXS, or SESANS data * P(r) Inversion - for converting I(Q) to P(r) * Invariant - for calculating the scattering invariant from a 1D data set * Correlation Function - for performing a correlation function analysis of a 1D data set * The plot windows (which appear when something is plotted) * The menus, toolbar, and status area. The capabilities of !SasView are described in more detail in the [http://www.sasview.org/docs/user/user.html application documentation] with links to the relevant parts of the documentation available as "Help" buttons in each part of the GUI. {{{ #!div style="background: lightblue" [=#task2 **TASK 2:**] Briefly familiarise yourself with !SasView panels, menus and documentation. Try changing to different analysis tools. }}} == [=#section2 2. Exploring geometrical models] == In this part of the exercise, you will plot the scattering patterns calculated using different geometrical models and explore the effect that the model parameters have on the scattering. {{{ #!div style="background: lightblue" [=#task3 **TASK 3:**] Restart !SasView Before starting this part of the exercise, you should have a clean !SasView instance. Quit !SasView and restart it. }}} === [=#section21 2.1 Spheres] === {{{ #!div style="background: lightblue" [=#task4 **TASK 4:**] Plot the scattering from a collection of spherical particles In the Fit Panel, there should be a single tab labelled "Fitpage1". In that tab, choose the model category "Sphere" and the model "sphere". }}} The fit panel and a plot panel that appears should look like the following: [[Image(kemm37_fitpage1_1.png, 500px)]] [[Image(kemm37_sphere.png, 500px)]] {{{ #!div style="background: lightblue" [=#task5 **TASK 5:**] Change the parameters and note the changes in the scattering pattern. In the "Fitpage1" tab, scroll down to the bottom and: * Increase "Npts" to 200 * Check the "Log" box Next, click "Compute" This will improve the fidelity of the modelled curve. Now 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. What effect do the each of the parameters have on the scattering curve? * scale * background * sld and sld_solvent * radius }}} === [=#section22 2.2 Cylinders] === {{{ #!div style="background: lightblue" [=#task6 **TASK 6:**] Plot the scattering from a collection of cylindrical particles From the "Fitting" menu, select "New Fit Page". In the Fit panel, a new tab labelled "Fitpage2" should appear. In that tab, choose the model category "Cylinder" and the model "cylinder". }}} The fit panel and a plot panel that appears should look like the following: [[Image(kemm37_fitpage2_1.png, 500px)]][[Image(kemm37_cylinder.png, 500px)]] {{{ #!div style="background: lightblue" [=#task7 **TASK 7:**] Change the parameters and note the changes in the scattering pattern. In the "Fitpage2" tab, scroll down to the bottom and: * Increase "Npts" to 200 * Check the "Log" box Next, click "Compute" This will improve the fidelity of the modelled curve. Now 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. What effect do the each of the parameters have on the scattering curve? * scale * background * sld and sld_solvent * radius * length }}} === [=#section23 2.3 Polydispersity] === {{{ #!div style="background: lightblue" [=#task8 **TASK 8:**] Apply polydispersity to model parameters Select the "Fitpage1" tab that contains the sphere model. Find the section labelled "Polydispersity and Orientational Distribution" - Click the "On" radio button and a new section should appear labelled "Distribution of radius". - Enter a value for "PD[ratio]" between 0.0 and 1.0 - this is the polydispersity defined as sigma_r/r. What effect does varying the polydispersity have on the scattering curve? Repeat the exercise for the cylinder model in "Fitpage2" }}} === [=#section24 2.4 Resolution] === {{{ #!div style="background: lightblue" [=#task9 **TASK 9:**] Apply resolution functions to your model Select the "Fitpage1" tab that contains the sphere model. Find the section labelled "Polydispersity and Orientational Distribution" - Click the "Off" radio button and the polydispersity section should disappear Find the section labelled "Set Instrumental Smearing" - Click on the "Custom Pinhole Smear" radio button and a data entry box should appear. - Enter a value for the percentage dQ/Q that is applied to the model - start with a value of 10. - Try various values of dQ/Q ranging from 1% to 50%. What effect does this have on the scattering curve? }}} == [=#section3 3. Handling SANS data] == This part of the exercise will use real SANS data taken from a study of surfactant self assembly in deep eutectic solvents (DES). {{{ #!div style="background: lightblue" [=#task10 **TASK 10:**] Restart !SasView Before starting this part of the exercise, you should have a clean !SasView instance. Quit !SasView and restart it. }}} === [=#section31 3.1 Background Information] === Deep eutectic solvents are a class of ionic liquids formed from a hydrogen bond donor and a halide salt. At a certain mixture ratio, the eutectic mixture, the melting point is significantly depressed to values below room temperature. Here we will examine the self-assembly of a [https://en.wikipedia.org/wiki/Surfactant surfactant], [https://en.wikipedia.org/wiki/Sodium_dodecyl_sulfate sodium dodecyl sulfate (SDS)] in the deep eutectic solvent formed from a 1:2 molar ratio mixture of [https://en.wikipedia.org/wiki/Choline_chloride choline chloride] and [https://en.wikipedia.org/wiki/Urea urea]. ||Sodium Dodecyl Sulfate||Choline Chloride||Urea|| ||[[Image(kemm37_sds.png)]]||[[Image(kemm37_choline.png)]]||[[Image(kemm37_urea.png)]]|| {{{ #!div style="background: lightblue" [=#task11 **TASK 11:**] Download the SANS data : [attachment:SwednessSasViewTutorialData.zip​] and unzip the file in a known location on your filesystem. Note where you have placed the data. }}} You should now have a folder called "Subtracted" containing a set of files named as follows: [[Image(kemm37_datafileslist.png)]] The data are SANS curves collected on SANS2D at ISIS and D22 at ILL for samples of protonated (normal) SDS in 1:2 d9-choline chloride:d4-urea. This sample was chosen to give maximum contrast and minimum background signal from incoherent scattering. There were 7 samples with 0.2 wt%, 0.5 wt%, 1.0 wt%, 2.0 wt%, 5.0 wt%, 7.5 wt% and 10 wt% of SDS in the DES with the filenames corresponding to each sample given below: || Surfactant Concentration (wt%) || Data File || || 0.2 || 0p2hSDS_dChCldUrea_sub.txt || || 0.5 || 0p5hSDS_dChCldUrea_sub.txt || || 1.0 || 1hSDS_dChCldUrea_sub.txt || || 2.0 || 2hSDS_dChCldUrea_sub.txt || || 5.0 || 5hSDS_dChCldUrea_sub.txt || || 7.5 || 7p5hSDS_dChCldUrea_sub.txt || || 10.0 || 10hSDS_dChCldUrea_sub.txt || All the data files have been processed to 1D scattering curves with the solvent background subtracted to leave only the coherent scattering signal on absolute scale. Additionally there is a folder called "Not subtracted" containing the data for TASKS 12 and 13. === [=#section33 3.2 Loading data and Subtracting a Solvent Background] === You will now load in the original reduced data for the 0.5 wt% concentration of SDS and subtract the solvent background from it. {{{ #!div style="background: lightblue" [=#task13 **TASK 12:**] Click on the "Load Data" button in the Data Explorer Locate the folder where you placed the data, select all the files in the "Not subtracted" folder and click "Open" in the dialog. }}} {{{ #!div style="background: lightblue" [=#task14 **TASK 13:**] Subtract the solvent background using the "Data Operation" Tool From the "Tools" menu, select "Data Operation". }}} You should have a window that looks something like this: [[Image(kemm37_dataoperation.png, 500px)]] {{{ #!div style="background: lightblue" Give your output data set a name of your choosing in the "Output Data Name" box In the "Data 1" drop down, select the sample data set "0p5hSDS_dChCldUrea.txt". In the "Operator" drop down, choose "-" (minus) In the "Data 2" drop down, select the solvent data set "dChCldUrea.txt". Click "Apply", then "Close" In the data explorer, there should now be a data set with the name you chose above. Make a plot of the original data sets and your subtracted one to compare them and check you did the subtraction correctly. Make sure that there are check marks next to "0p5hSDS_dChCldUrea.txt", "dChCldUrea.txt", and the dataset with the name you chose. Click on "New Plot" at the bottom of the Data Explorer. Does the result look reasonable? What effects have subtracting the solvent scattering from the sample scattering had on the scattering curve? What are possible sources of the background signal that you are removing? }}} === [=#section34 3.4 Loading and Plotting the subtracted data] === You will now load the background subtracted data into !SasView and make a plot in order to visually inspect the scattering curves. {{{ #!div style="background: lightblue" [=#task15 **TASK 14:**] Restart !SasView Before starting this part of the exercise, you should have a clean !SasView instance. Quit !SasView and restart it. }}} {{{ #!div style="background: lightblue" [=#task16 **TASK 15:**] Click on the "Load Data" button in the Data Explorer Locate the folder where you placed the data, select all the files in the "subtracted" folder and click "Open" in the dialog. }}} The Available Data section of the Data Explorer should look something like: [[Image(kemm37_loaddata.png)]] {{{ #!div style="background: lightblue" [=#task17 **TASK 16:**] Plot the loaded data Make sure that all the datasets have check marks next to them in the Available Data section of the Data Explorer, as shown above. Click the "New Plot" button in the Data Explorer. }}} A new window should appear with a plot of the data that looks something like: [[Image(kemm37_dataplot.png)]] == What's Next? == You can now move on to the second lab session looking at evaluation of data : [wiki:Tutorials/Swedness/Lab1B Data Analysis II Rapid Evaluation]