WOLFRAM SYSTEM MODELER
sineSurfaceFunction defining the characteristic of a moving sine in three dimensions |
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Wolfram Language
In[1]:=
SystemModel["Modelica.Mechanics.MultiBody.Examples.Elementary.Utilities.sineSurface"]
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Information
This information is part of the Modelica Standard Library maintained by the Modelica Association.
Function defining the characteristics of a moving sine in three dimensions. This function is used in example Elementary.Surfaces.
Syntax
(X, Y, Z, C) = sineSurface(nu, nv, multiColoredSurface, x_min, x_max, y_min, y_max, z_min, z_max, wz)
Inputs (10)
| nu |
Type: Integer Description: Number of points in u-Dimension |
|---|---|
| nv |
Type: Integer Description: Number of points in v-Dimension |
| multiColoredSurface |
Default Value: false Type: Boolean Description: = true: Color is defined for each surface point |
| x_min |
Type: Real Description: Minimum value of x |
| x_max |
Type: Real Description: Maximum value of x |
| y_min |
Type: Real Description: Minimum value of y |
| y_max |
Type: Real Description: Maximum value of y |
| z_min |
Type: Real Description: Minimum value of z |
| z_max |
Type: Real Description: Maximum value of z |
| wz |
Type: Real Description: Factor for angular frequency |
Outputs (4)
| X |
Type: Position[nu,nv] (m) Description: [nu,nv] positions of points in x-Direction resolved in surface frame |
|---|---|
| Y |
Type: Position[nu,nv] (m) Description: [nu,nv] positions of points in y-Direction resolved in surface frame |
| Z |
Type: Position[nu,nv] (m) Description: [nu,nv] positions of points in z-Direction resolved in surface frame |
| C |
Type: Real[if multiColoredSurface then nu else 0,if multiColoredSurface then nv else 0,3] Description: [nu,nv,3] Color array, defining the color for each surface point |