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[BUG] Why, unlike EnvO are Elevation (a length) and Depression (a geometrical object) conceptualized very differently in SWEET? #245
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Elevation is strictly not a length, it is a coordinate. It is defined as an offset with respect to a vertical datum, a spheroid, approximating the Geoid which varies with lateral position. |
The lowest point of a depression is an elevation as well and could be represented with a coordinate. A 'depression' is a geospatial feature that would include, I am guessing, other criteria for its definition as well (slope, size, etc). I think Gaurav uses the term 'eminence' as the antonym of 'depression.' |
So do we say that there is a Geometric Depression and geospatial feature
called a Depression that is described, in part, by a
Geometric Depression? Another characteristic of the geospatial
feature's Geometric Depression is that it has an elevation coordinate.
Gary Berg-Cross
Potomac, MD
240-426-0770
…On Mon, Sep 13, 2021 at 5:16 PM Dalia Varanka ***@***.***> wrote:
The lowest point of a depression is an elevation as well and could be
represented with a coordinate. A 'depression' is a geospatial feature that
would include, I am guessing, other criteria for its definition as well
(slope, size, etc)
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If there are no other comments, I say we should make this change. |
Yes, I agree.
Gary
…On Wed, Mar 15, 2023, 5:23 PM rduerr ***@***.***> wrote:
If there are no other comments, I say we should make this change.
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looking at SWEET/depression in bioportal to try and understand what 'depression is supposed to be... its a subclass of representation/numerical entity/geometrical object. The implication being that 'geometric object' is a representation of some geometry using numerical values. Then ... the subclasses of depression are 'basin' with a bunch of subclasses that are tectonic features-- kinds of sedimentary basins. The other subclass is 'depression' from the phenFluidDynamics namespace, a subclass of 'low pressure'-- which seems to me quite a different concept. as @dr-shorthair pointed out, elevation is " an offset with respect to a vertical datum". In trying to understand 'depression' as a geometric object, it seems to require conceptualizing a surface that has an indentation in it, and that indentation ('depression') has some point of maximum offset relative to a datum defined by some relationship to the surface that is indented. You could think of that offset as an 'elevation' relative to the datum defined by the indented surface. So a depression in that sense has an 'elevation' property (although most would call it a depth). Side bar about basin as a subclass of 'depression' so... a geometrical object/depression might be a numerical representation of the geometry of the older bounding surface of a sedimentary basin. Sedimentary basins should not be subclasses of 'sweet:depression'. A similar line of reasoning would apply to meteorological atmospheric low-pressure 'depressions' |
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