Dialog
0
0
542
635
Dialog
-
I(q) data source
-
-
Name
-
-
Estimate background level
-
<html><head/><body><p>P(r) is found by fitting a set of base functions to I(Q).</p><p>The minimization involves a regularization term to ensure a smooth P(r).</p><p>The regularization constant gives the size of that term.</p><p>The suggested value is the value above which the output P(r) will have only one peak.</p><p><br/></p></body></html>
Parameters
-
Slit parameters
-
Height
-
-
Height
-
-
<html><head/><body><p>Å<span style=" vertical-align:super;">-1</span></p></body></html>
-
GroupBox
-
Q min
-
-
Qmax
-
-
<html><head/><body><p>Å<span style=" vertical-align:super;">-1</span></p></body></html>
-
-
Suggested value
-
Number of terms
-
-
10
-
Regularization constant
-
-
1e-07
-
Max distance (A)
-
-
Explore
-
Output
-
-
<html><head/><body><p>R<span style=" vertical-align:sub;">g</span></p></body></html>
-
100
0
-
<html><head/><body><p>Å</p></body></html>
-
I(Q=0)
-
-
<html><head/><body><p>Å<span style=" vertical-align:super;">-1</span></p></body></html>
-
Background
-
-
<html><head/><body><p>Å<span style=" vertical-align:super;">-1</span></p></body></html>
-
Calculation time
-
-
<html><head/><body><p>sec</p></body></html>
-
<html><head/><body><p>χ<span style=" vertical-align:super;">2</span>/dof</p></body></html>
-
-
Oscillations
-
-
Positive fraction
-
-
<html><head/><body><p>1-σ positive fraction</p></body></html>
-
-
Qt::Horizontal
236
20
-
Qt::Vertical
20
4
-
-
Calculate
-
Qt::Horizontal
40
20
-
Help