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i.group
i.target
i.points (Related to raster maps)
i.vpoints (Related to vector maps)
The imported map/image is clickably displayed in the GRASS monitor on the left hand side. There are two possibilities for georeferencing: either (A) using reference coordinates or (B) using an existing reference map in the target location.
The control points should be
evenly distributed throughout the map. The RMS error can be determined
via the 'ANALYSE' function, which should not be higher
than half of the raster resolution of the target location. All
partial RMS errors are calculated to an overall error. Where
required, it is possible to ignore or reassign an
inexactly assigned control point by double clicking on
the point in the 'ANALYSE' function window. Points can be disconnected in this way
to reduce the RMS error or to redistribute the points more evenly.
An even distribution of points with "suboptimal" RMS error can produce an overall lower error than a poor distribution of points with "optimal" RMS error.
The module i.points is exited after the successful assignment of the control and reference points. The coordinate assignments are automatically saved on exit. This also applies to previously assigned points, from prior executions of i.points. With a new call you can continue working on the same location.
Depending on the original data and the selected polynomial degree of the equalization to be performed, the module i.rectify is started when sufficient points for georeferencing have been set. In this context the group of images to be equalized must first be indicated. The query follows whether the map
If in this menu point 1 'current region' is chosen, it is important to ascertain again before referencing that the current settings of the target location (cutout and resolution) are correctly chosen. Due to the fact that all data are automatically saved it is no problem to leave the module i.rectify and GRASS again, to verify the current settings of the target location or to change if necessary, and to call the XY location and i.rectify again.
The correct transformation is defined by the polynomial degree. This depends on the degree of distortion (at central perspective aerial views e.g. by the relief energy existing in the project region) as well as on the quorum of available control points. The greater the image-internal distortion the higher the needed polynomial degree and the more control points are needed for an exact georeferencing (see table 9). Too high polynomial degrees are however mathematically not reasonable.
As a rule of thumb correct internal image geometry (e.g. scanned topographical maps, as orthogonal projection) requires a minimal quantity of control points and therefore a minimal polynomial degree. Otherwise, distorted internal image geometry (e.g. historical map) needs a higher quantity of control points and therefore a higher polynomial degree.
If too few reference points are set for a chosen polynomial degree, GRASS does not start the rectification. A guide for determining the minimum number of control points needed by polynomial degree is given in table 9. Polynomial degrees of first to third order are proven of value. Whereby at polynomial degrees of third order more than 10 control points are required.
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