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Reading this paper from Michael Dennis (thanks Michael for the link ;) you can see that to get a "complete" computation of the linear distortion the elevation should be taken into consideration.
In the formula 𝛿 = 𝑘 (𝑅𝐺 / (𝑅𝐺 + ℎ)) − 1 PROJ already can compute 𝑘 with proj CLI or proj_factors C method. However the scale factor component due to the elevation is not computed.
Should we include that functionality in proj_factors? (I am happy to make a PR. Before that I would like to agree on some points). RG is the Gaussian radius, easy to compute. h is the ellipsoidal height. It should be provided in the variable "PJ_COORD lp" (in meters)
a) Should I add a new parameter to PJ_FACTORS ? (I do not know how big the impact of such a change is)
b) How should I name it? it is a horizontal "scale" due to elevation (see that the elevation is not scaled).
c) Should I add a "combined scale factor"?
If a) is no, should I implement it in a different way?
The "combined scale factor" could be sqrt(parallel_scale * meridional_scale) * horizontal_due_to_elevation_scale. This combined or global scale factor could be a strange thing in a non-conformal projection. But most of the projections used in surveying are conformal or are really close to the projection center so parallel_scale and meridional_scale are very similar.
Any comments?
Thanks.
The text was updated successfully, but these errors were encountered:
For API and ABI backward compatibility reasons, we likely need a new function( pj_factors_3D ?) and a new structure (FACTORS3D ?), likely extending the existing FACTORS one.
I've not enough background to give hints on the naming of the new parameter and combined scale factor. Perhaps @busstoptaktik or @cffk have some opinions on the subject.
I've just given Dennis's paper a quick read. I don't have much to contribute here. There should be some acknowledgement that if a conformal projection on the reference ellipsoid is lifted up onto a surface of constant elevation, then it is no longer conformal. So I would go along with the suggestion of @jjimenezshaw to adopt a "combined scale factor" nomenclature.
Reading this paper from Michael Dennis (thanks Michael for the link ;) you can see that to get a "complete" computation of the linear distortion the elevation should be taken into consideration.
https://www.fig.net/resources/proceedings/fig_proceedings/fig2023/papers/cinema03/CINEMA03_dennis_12044.pdf
In the formula
𝛿 = 𝑘 (𝑅𝐺 / (𝑅𝐺 + ℎ)) − 1
PROJ already can compute𝑘
withproj
CLI orproj_factors
C method. However the scale factor component due to the elevation is not computed.Should we include that functionality in
proj_factors
? (I am happy to make a PR. Before that I would like to agree on some points).RG
is the Gaussian radius, easy to compute.h
is the ellipsoidal height. It should be provided in the variable "PJ_COORD lp" (in meters)a) Should I add a new parameter to PJ_FACTORS ? (I do not know how big the impact of such a change is)
b) How should I name it? it is a horizontal "scale" due to elevation (see that the elevation is not scaled).
c) Should I add a "combined scale factor"?
If a) is no, should I implement it in a different way?
The "combined scale factor" could be
sqrt(parallel_scale * meridional_scale) * horizontal_due_to_elevation_scale
. This combined or global scale factor could be a strange thing in a non-conformal projection. But most of the projections used in surveying are conformal or are really close to the projection center soparallel_scale
andmeridional_scale
are very similar.Any comments?
Thanks.
The text was updated successfully, but these errors were encountered: