[PROJ] Geo/Carto concepts to discuss Re: World UTM in a proper datum
Dave Knopp
dave at stellacore.com
Sun Apr 18 10:18:16 PDT 2021
This post is a bit from the "cheap seats" - it's been ages since I last
used Proj firsthand and it's evolved considerably (not to mention what
I've forgotten;-). However, FWIW...
I hope the following might offer some useful framework for the ongoing
discussion about what types of attribute codes may be desirable to
represent what properties.
Below is a quick (off-the cuff) high level inventory of several relevant
geodesy/cartography concepts with which the various codes interact.
Perhaps thinking/typing discussion in terms of these concepts may help
clarify which codes involve which properties.
In a ideal perfect world, one would use separate independent codes to
refer to each of the half dozen or so independent property choices.
However, back here on Earth;-), the practical question is probably how
best to keep code-to-property(ies) associations most consistent with
existing widespread current usage - while also recognizing the
continuously advancing precision and detail involved in geospatial
representations.
Dave
== H) Horizontal
H1) Earth Modeling
H1.1) - Geometric Ellipsoid (aka Horizontal Datum) - used for
-- LLA/XYZ conversions which in turn allow
-- Accurate approximation for conversion between H.Datums
(e.g. ClarkXX, GRS80, WGS84-Ellipsoid)
H1.2) - Geoid - Only for Vertical unless for astrodetic lon/lat
H2) Cartographic Modeling
H2.1) - Generating Surface
(Math abstraction)
(eg often a sphere but could be ellipsoid or even arbitrary)
(often just consider as part of function below)
H2.2) - Projection/developing function
(e.g. Stereograhic, Lambert, UTM, etc)
== V) Vertical
V1) Geometry Modeling
V1.1 - Distance from Earth Model reference surface
(e.g. commonly the separation from same Geometric Ellipsoid in H1.1)
(aka ellipsoidal height)
V2) Energy (Hydraulic Head) Modeling
V2.1) - Work-integral to point from V.Datum reference surface
(A specific Geoid is the reference surface)
(aka orthometric height)
(Approximately proportional to *difference* in ellipsoid altitudes)
(geopotential model is used for the integration - if very pedantic)
V2.2) - Alternatively - the rate at which (very precise) clocks run
(function of ratio of clock speeds at a point vs on the Geoid)
==
Overall note that a point may be associated with *five* numbers, one is
time, three are spatial, one is energy/work - eg (t, x,y,z, w).
In most current geospatial applications, "t" is mostly discarded, and
only partial coordinate descriptions are provided as either location
(x,y,z) or hybrid pseudo-location (x,y,w). Here interpret "x,y" as
either lon/lat or map East/North.
### - dk
Lesparre, Jochem via PROJ wrote on 4/18/21 8:37 AM:
> Duncan wrote:
>
>> As an onlooker, I have a question: what is UTM/WGS84 intended to mean? Is it (A) the UTM projection using the WGS84 ellipsoid
>
> as a parameter, or (B) is it meant to imply also that the coordinates
> are in a datum that is one of the several labelled WGS84? A is clear and
> completely unambiguous; B isn't, partly because it is subject to change
> as data are collected (not to mention plate motions). Data-dependence is
> also a problem with geoid models: it is why there are so many, after all.
>
>
>
> Duncan, I think WGS84-UTM is normally intended to mean both A and B so
> it is using a datum of WGS84 realisation and the WGS84 ellipsoid.
> According to ISO and EPSG de ellipsoid is part of the datum, so in that
> case the answer A and B is the same as just B.
>
>
>
> Jochem
>
>
>
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