ARCMAP - TRANSFORMATION

487
2
Jump to solution
06-02-2017 05:27 AM
Highlighted
Occasional Contributor II

Hello,

I am using ArcMap 10.4.1.

I want to manually calculate the transformation (WKID 1515) using the values from the Transformation Tables.  I am familiar with matrices and can easily apply the 3 or 7 parameter method.  I believe what ESRI is describing as the "Position Vector" method would use the matrices formulation.  However, the WKID 1515 is only given as a "Coordinate Frame" method.  Can I assume the dx, dy, dz...values tabulated for the Coordinate Frame method could also be used in the matrices formulation to solve the transformation ?  If not, does ESRI have the tabulated parameters for the other methods ?

Reply
0 Kudos
1 Solution

Accepted Solutions
Highlighted
Esri Notable Contributor

Coordinate Frame and Position Vector are both 3D Helmert transformations in XYZ / ECEF space. The difference is the formulation of the rotation matrix. Basically, change the signs of the rotations and you can use the other method. I finally memorized that fact that the lower left element of the position vector's rotation matrix is negative. 

If you haven't, you should take a look at the IOGP (EPSG) Guidance Note 7-2 on this page: Guidance notes 

Melita

View solution in original post

2 Replies
Highlighted
Esri Esteemed Contributor

Please stop using ALL CAPS in your question titles. If you think it's a way to attract interest, I can assure you that it's in fact driving away potential viewers.

- V

Highlighted
Esri Notable Contributor

Coordinate Frame and Position Vector are both 3D Helmert transformations in XYZ / ECEF space. The difference is the formulation of the rotation matrix. Basically, change the signs of the rotations and you can use the other method. I finally memorized that fact that the lower left element of the position vector's rotation matrix is negative. 

If you haven't, you should take a look at the IOGP (EPSG) Guidance Note 7-2 on this page: Guidance notes 

Melita

View solution in original post