Overview
The Geometric function produces an orthorectified image based on a sensor definition and a terrain model. It increases the positional accuracy of a dataset by accounting for elevation.
To learn about orthorectification, see Fundamentals of orthorectifying a raster dataset.
Notes
You can use this function when your raster data has rational polynomial coefficients. If you don't have a digital elevation model (DEM), you can specify the Constant Z value, but this generates an inaccurate result; even a low-resolution DEM tends to have better accuracy than a Constant Z value. If you have a DEM, check the Use DEM check box.
If you click the Geodata Transform button, a window appears displaying the information specific to the geometric transformation that will be applied to the raster data.
Parameters
| Parameter name | Description |
|---|---|
Input Raster | The input raster. |
Constant Z | Specify a constant elevation to use for the Geometric function. |
Use DEM | Check this box if you want to specify the DEM. |
DEM | Browse to the DEM to use in the Geometric function. You can use a DEM contained in the mosaic dataset as a raster dataset or as a mosaic dataset whose output is a DEM. |
Z Factor | Satellite rational polynomial coefficients (RPCs) are scaled for elevation datasets with vertical units in meters. If your elevation uses other vertical units, enter a Z Factor to rescale to meters. For example, if your elevation units are in feet, you would use a value of 0.3048 to convert your elevation units from feet to meters. |
Z Offset | The base value to be added to the elevation value in the DEM. This could be used to offset elevation values that do not start at sea level. |
Geoid | Most elevation datasets, such as USGS NED or ArcGIS Online World elevation, are orthometric heights, so it is necessary to select the Geoid correction for compatibility with satellite RPCs, which require ellipsoidal heights. Check the Geoid check box to apply the geoid (EGM96) correction to the z-values, unless your DEM is already referenced to ellipsoidal heights. |