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Provides access to members that control the 3D frame transformation with rotation, translation and scaling.
The Coordinate Frame transformation converts data between geographic coordinate systems. It uses seven parameters including three translations, three rotations, and a scale factor.
The translations are in meters, the rotations are in arc seconds, and the scale factor is in parts per million.
The transformation is done in a XYZ system.
Name | Description | |
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GetParameters | Returns translation, rotation and scale values of the transformation. | |
GetSpatialReferences | Returns the from and to spatial references for the transformation. | |
Name | The name of the geographic transformation. | |
PutParameters | Sets translation, rotation and scale values for the transformation. | |
PutSpatialReferences | Sets the from and to spatial references for the transformation. | |
TransformMeasuresFF | Transforms floating point measures to floating point measures (or do the inverse). | |
TransformMeasuresFI | Transforms floating point measures to integer measures (or do the inverse). | |
TransformMeasuresIF | Transforms integer measures to floating point measures (or do the inverse). | |
TransformMeasuresII | Transforms integer measures to integer measures (or do the inverse). | |
TransformPointsFF | Transforms floating point points to floating point points (or do the inverse). | |
TransformPointsFI | Transforms floating point points to integer points (or do the inverse). | |
TransformPointsIF | Transforms integer points to floating point points (or do the inverse). | |
TransformPointsII | Transforms integer points to integer points (or do the inverse). |
Interfaces | Description |
---|---|
IGeoTransformation | Provides access to members that define a geographic (datum) transformation. |
ITransformation | Provides access to members that apply a function (or its inverse) to a set of points or measures. The suffix of each method indicates the type of parameters operated on. |
Classes | Description |
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CoordinateFrameTransformation | Creates a Coordinate Frame transformation. |
The rotation values are defined as counterclockwise as you look towards the origin of the XYZ system.
The Position Vector transformation defines the rotations in the opposite direction. If you change the signs of the rotations for either method, you can apply them to other method.