Use the Release from Grid node to release rays from a user-defined grid of points.

See Release for information on the following sections: Release Times, Ray Direction Vector, Initial Ray Frequency, Initial Phase, Initial Intensity, Initial Radii of Curvature, Total Source Power, and Initial Value of Auxiliary Dependent Variables.

Select an option from the Grid type list: All combinations (the default), Specified combinations, Cylindrical (3D only), or Hexapolar (3D only).

For All combinations and Specified combinations enter Initial coordinates based on space dimension (qx,0, qy,0, and qz,0 for 3D components) for the ray positions or click the Range button () to select and define a range of specific coordinates.

If Specified combinations is selected, the number of initial coordinates entered for each space dimension must be equal, and the total number of rays released is equal to the length of one of the lists of initial coordinates. If All combinations is selected, the total number of rays released is equal to the product of the lengths of each list of initial coordinates.

For example, suppose a 2D component includes a Release from Grid node with the following initial coordinates:

If All combinations is selected, a total of 16 rays will be released, including every possible combination of the initial x- and y-coordinates. If Specified combinations is selected, 4 rays will be released with initial positions (0,2), (1,4), (2,6), and (3,8).

For Cylindrical, enter coordinates for the Center location qc (SI unit: m). By default, the distribution is centered at the origin. Then enter the components of the Cylinder axis direction rc (dimensionless). The rays will be released at specified radial distances and angles in the plane containing the point qc and orthogonal to the direction rc.

Select an option from the Radial distribution list: Uniform radius intervals (the default), Uniform number density, or User defined.

For Uniform radius intervals or Uniform number density enter a value or expression for the Radius Rc (SI unit: m). The default is 1 m. Then enter a positive integer for the Number of radial positions Nc (dimensionless). The default is 5.

For User defined enter a list of Radial coordinates qr (SI unit: m) directly. An arbitrary number of radial coordinates can be entered in the list. The default is 1 m.

The effect of the Radial distribution setting on the resulting ray placement is illustrated in Figure 7-2. For Uniform radius intervals, the distances between the concentric rings of rays are all equal, but the number density of rays is greater at the center of the distribution than at the outer edge. The option Uniform number density corrects this imbalance by defining nonuniform increments in the radial position between the concentric rings.

Enter a positive integer for the Number of angles (dimensionless). The default is 10.

The total number of rays released (before accounting for distributions of ray direction or auxiliary dependent variables at each release point) is Nc ×  + 1 because a single ray is also released at the center of the distribution.

For Hexapolar, enter coordinates for the Center location qc (SI unit: m). By default, the distribution is centered at the origin. Then enter the components of the Cylinder axis direction rc (dimensionless). The rays will be released at specified radial distances and angles in the plane containing the point qc and orthogonal to the direction rc.

Enter a value or expression for the Radius Rc (SI unit: m). The default is 1 m. Then enter a positive integer for the Number of radial positions Nc (dimensionless). The default is 5.

Unlike the Cylindrical grid types described in the previous section, each concentric ring of the Hexapolar grid releases a different number of rays, as shown in Figure 7-3. One ray is always released at the center. The first ring of rays surrounding the center has 6 rays arranged in a regular hexagon. Each ring of rays beyond the first has 6 more rays than the ring preceding it, with the grid points arranged in a regular polygon. The radius increments between consecutive rings are uniform.