| Environments | PYTHON :: EASI :: MODELER |
| Batch Mode | Yes |
| Quick links | Description :: Parameters :: Parameter descriptions :: Details |
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| Name | Type | Length | Value range |
|---|---|---|---|
| InputPoints: Input vector segment * | Vector port | 1 - 1 | |
| Bitmap: Input bitmap segment | Bitmap port | 0 - 1 | |
| InputArea: Input georeferencing segment | GEO port | 0 - 1 | |
| Output | Integer | 0 - 1 | |
| Density | String | 0 - 1 | See Details Default: Square Kilometers |
| Sampling Radius * | Float | 1 - 1 | 0.0 - |
| Maximum Neighbors | Integer | 0 - 1 | 1 - Default: 10 |
| Pixel X Size | Float | 0 - 2 | |
| Pixel Y Size | Float | 0 - 2 | |
| Density Per | String | 0 - 1 | POINT | ATTRIBUTE Default: POINT |
| Attribute | String | 0 - 1 | |
| Report | String | 0 - 192 | See parameter description |
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InputPoints: Input vector segment
Specifies the vector segment that contains the input point layer.
Bitmap: Input bitmap segment
Specifies the bitmap segment to restrict the region when generating the weighted average. The results will be generated inside the bitmap segment (value 1) and pixels falling outside the bitmap (value 0) will be given a "No Data" value.
InputArea: Input georeferencing segment
Specifies the geoereferencing of the output raster channel. This specifies the projection, geographic extents, and the size (pixels/lines) of the resulting raster layer.
If this parameter is not set, the projection of the raster layer will be the same as the input point layer. The geographic extents of the raster layer will be determined based on the extents of the point layer and the specified Pixel X Size and Pixel Y Size parameters.
Output
Specifies the output raster channel to receive converted point layer.
If the output file already exists, the output channel must be specified and must already exist.
If the output file does not exist, this parameter is ignored.
The output channel must be 32-bit real (CHN_32R).
Density
Specifies the units for the calculated density.
Sampling Radius
Specifies the sampling radius, in meters, centered on each point in the raster channel to determine which points are used in the density calculation.
Maximum Neighbors
Specifies the maximum number of points closest to the center of the pixel and whose radii overlap the center of the pixel to be considered in calculating an output value.
Pixel X Size
Specifies the horizontal (X) pixel size, in meters, for the output raster channel.
This parameter is not required and is disabled if the georeferencing is specified by the InputArea parameter.
Pixel Y Size
Specifies the vertical (Y) pixel size, in meters, for the output raster channel.
This parameter is not required and is disabled if the georeferencing is specified by the InputArea parameter.
Density Per
Specifies whether to calculate the density for points or for an attribute.
If POINT is specified, the FLDNME (Attribute) value is ignored.
Attribute
Specifies the name of the attribute whose value is to be used to grid the polygons. If this parameter is specified as (Z-COORD), the z-coordinate of the first vertex of each vector shape is used. If the specified attribute does not exist and it is not Z-COORD, the ShapeID of the vector shapes are used for gridding.
This parameter is not used if the density type (DENSTYPE) is set to POINT.
Report
Specifies where to direct the generated report.
Available options are:
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DENSITY generates a surface by applying a sampling radius to each point in the input point layer. No output values are calculated for areas lying outside the sampling radius.
The value for each pixel in the output raster is calculated based on the value of each point whose sampling radius overlaps the center of that pixel. You can specify the size of the sampling radius (SAMPRAD).
The density function is able to generate a surface representative of the density per square unit of the points or of the density of an attribute; for example, population.
If the number of points influencing the pixel is 1, then:
density is Z/PI*d^2
If the number of points influencing a pixel is greater than 1, then:
density is Z(i)/PI*d(i)^2
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