Changes in doc/guide/fitting_sq.rst [3448301:694c6d0] in sasmodels
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doc/guide/fitting_sq.rst
r3448301 r694c6d0 18 18 of the form factor. For the theory behind this, see :ref:`PStheory` later. 19 19 20 **If writing your own** $P@S$ **models, DO NOT give your model parameters** 21 **these names!** 22 20 23 Parameters 21 24 ^^^^^^^^^^ 22 23 **Except for volfraction, when writing your own** $P@S$ **models, DO NOT give**24 **your model parameters these names!**25 25 26 26 Many parameters are common amongst $P@S$ models, but take on specific meanings: … … 37 37 Structure factor models $S(Q)$ contain **volfraction**. In $P@S$ models 38 38 this is *also* used as the volume fraction for the form factor model 39 $P(Q)$, so these models can also leave **scale** at 1.0. If $P(Q)$ already 40 has a **volfraction** parameter, it is tied to the **volfraction** for 41 $S(Q)$. 39 $P(Q)$, *replacing* any **volfraction** parameter in $P(Q)$. This means 40 that $P@S$ models can also leave **scale** at 1.0. 42 41 43 42 If the volume fraction required for $S(Q)$ is *not* the volume fraction … … 72 71 length. 73 72 74 I f **radius_effective_mode = 0** (see below) it may be sensible to tie or75 constrain **radius_effective** to one or other of the "size" parameters76 describing the form of the shape (although the parameter cannot then be 77 polydisperse). But **radius_effective** may also be specified directly,78 independent of theestimate from $P(Q)$.73 In use, it may be sensible to tie or constrain **radius_effective** 74 to one or other of the "size" parameters describing the form of the shape. 75 76 **radius_effective** may also be specified directly, independent of the 77 estimate from $P(Q)$. 79 78 80 79 If **radius_effective** is calculated by $P(Q)$, it will be the … … 87 86 .. note:: 88 87 89 The following additional parameters are only available in SasView 4.3and88 The following additional parameters are only available in SasView 5.0 and 90 89 later. 91 90 … … 95 94 be computed from the parameters of the shape. 96 95 97 When **radius_effective_mode = 0** then the unconstrained 98 **radius_effective** parameter in the $S(Q)$ model is used. *This is the* 99 *default in SasView versions 4.x and earlier*. Otherwise, in SasView 4.3 100 and later, **radius_effective_mode = k** represents an index in a list of 101 alternative **radius_effective** calculations. 102 103 In SasView 4.3 and later **k** must be entered as an integer (and it will 104 be necessary to read the source code file to discover what calculations the 105 modes represent), but in SasView 5.0 and later the options appear in a 106 drop-down box. 96 When **radius_effective_mode = 0** then unconstrained **radius_effective** 97 parameter in the $S(Q)$ model is used. *This is the default in SasView* 98 *versions 4.x and earlier*. Otherwise, in SasView 5.0 and later, 99 **radius_effective_mode = k** represents an index in a list of alternative 100 **radius_effective** calculations which will appear in a drop-down box. 107 101 108 102 For example, the *ellipsoid* model defines the following … … 150 144 oscillations in the normal (local monodisperse) $S(Q)$. When $\beta(Q) = 1$ 151 145 the local monodisperse approximation is recovered. *This mode is only* 152 *available in SasView 4.3and later*.146 *available in SasView 5.0 and later*. 153 147 154 148 More mode options may appear in future as more complicated operations are
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