Coordinate Frame rotation full matrix (geog2D)
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Coordinate Frame rotation full matrix (geog2D) Open
Coordinate Operation Method Details [VALID]
Name: Coordinate Frame rotation full matrix (geog2D)
Code: 1133
Operation is Reversible: Yes
Formula: See EPSG Guidance Note 7-2 (IOGP Report 373-07-02), available at https://epsg.org under Support Documentation / Guidance notes.
Example: See EPSG Guidance Note 7-2 (IOGP Report 373-07-02).
Method
Parameters:
Parameter Name Parameter Code Sign reversal Parameter Description
X-axis translation 8605 No The difference between the X values of a point in the target and source coordinate reference systems.
Y-axis translation 8606 No The difference between the Y values of a point in the target and source coordinate reference systems.
Z-axis translation 8607 No The difference between the Z values of a point in the target and source coordinate reference systems.
X-axis rotation 8608 No The angular difference between the Y and Z axes directions of target and source coordinate reference systems. This is a rotation about the X axis as viewed from the origin looking along that axis. The particular method defines which direction is positive, and what is being rotated (point or axis).
Y-axis rotation 8609 No The angular difference between the X and Z axes directions of target and source coordinate reference systems. This is a rotation about theY axis as viewed from the origin looking along that axis. The particular method defines which direction is positive, and what is being rotated (point or axis).
Z-axis rotation 8610 No The angular difference between the X and Y axes directions of target and source coordinate reference systems. This is a rotation about the Z axis as viewed from the origin looking along that axis. The particular method defines which direction is positive, and what is being rotated (point or axis).
Scale difference 8611 No Scale factor for source CRS axes minus one, where the scale factor is a multiplication factor to be applied to coordinates in the source CRS to obtain the correct scale in the target CRS. dS = (M – 1). If a distance of 100 km in the source CRS translates into a distance of 100.001 km in the target CRS, the scale difference is 1 ppm (the ratio being 1.000001). When the scale difference dS is expressed in parts per million (ppm), M = (1 + dS*10-6). When the scale difference dS is expressed in parts per billion (ppb), M = (1 + dS*10-9).