[ Identification | Description | Input parameters | Links ]
SasView_two_power_law
ComponentSasView_two_power_law component, generated from two_power_law.c in sasmodels. Example: SasView_two_power_law(coefficent_1, crossover, power_1, power_2, model_scale=1.0, model_abs=0.0, xwidth=0.01, yheight=0.01, zdepth=0.005, R=0, int target_index=1, target_x=0, target_y=0, target_z=1, focus_xw=0.5, focus_yh=0.5, focus_aw=0, focus_ah=0, focus_r=0, )
Name | Unit | Description | Default | |
coefficent_1 | ([-inf, inf]) coefficent A in low Q region. | 1.0 | ||
crossover | 1/Ang | ([0, inf]) crossover location. | 0.04 | |
power_1 | ([0, inf]) power law exponent at low Q. | 1.0 | ||
power_2 | ([0, inf]) power law exponent at high Q. | 4.0 | ||
model_scale | Global scale factor for scattering kernel. For systems without inter-particle interference, the form factors can be related to the scattering intensity by the particle volume fraction. | 1.0 | ||
model_abs | Absorption cross section density at 2200 m/s. | 0.0 | ||
xwidth | m | ([-inf, inf]) Horiz. dimension of sample, as a width. | 0.01 | |
yheight | m | ([-inf, inf]) vert . dimension of sample, as a height for cylinder/box | 0.01 | |
zdepth | m | ([-inf, inf]) depth of sample | 0.005 | |
R | m | Outer radius of sample in (x,z) plane for cylinder/sphere. | 0 | |
target_x | m | relative focus target position. | 0 | |
target_y | m | relative focus target position. | 0 | |
target_z | m | relative focus target position. | 1 | |
target_index | Relative index of component to focus at, e.g. next is +1. | 1 | ||
focus_xw | m | horiz. dimension of a rectangular area. | 0.5 | |
focus_yh | m | , vert. dimension of a rectangular area. | 0.5 | |
focus_aw | deg | , horiz. angular dimension of a rectangular area. | 0 | |
focus_ah | deg | , vert. angular dimension of a rectangular area. | 0 | |
focus_r | m | case of circular focusing, focusing radius. | 0 |
AT ( | , | , | ) RELATIVE | |||
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ROTATED ( | , | , | ) RELATIVE |
SasView_two_power_law.comp
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[ Identification | Description | Input parameters | Links ]
Generated on 2023-09-19 20:01:36