Class Name: UTM Location 2D
Definition
A coordinate within the Universal Transverse Mercator (UTM) 2D Spatial
Reference Frame (SRF).
The Universal Transverse Mercator projection-based Spatial Reference Frame
is a cylindrical, conformal projection normally placed tangent to a meridian
of the Object Reference Model/Earth Reference Model (ORM/ERM). When secant,
two rather than a single meridian are defined; alternatively this can be
expressed as a "central scale factor" at the meridian.
Only the ORM/ERM central meridian and equator are straight lines in the
Universal Transverse Mercator 2D SRF.
When used to define a 2D coordinate system, the resulting X and Y axes
are measured in meters (rather than arc degrees), and a local origin offset
is provided. The X axis parallels the equator, increasing in the easterly
direction; the Y axis lies along the central meridian, increasing in a
northerly direction, and forms a 2D right-handed coordinate system. The
origin is defined by the intersection of the parametric central meridian
and a parametric parallel.
The UTM SRF extends the TM SRF by specifying the meridian of the positive
Y axis, the parallel of the origin, and the central scale factor.
- The central meridian is defined in terms of a "zone" ranging
from 1 through 60, where the central meridian of Zone 1 is 177 degrees west,
and successive Zones occur in 6 degree increments.
- The parallel of the origin is fixed at the equator.
- The central scale factor is 0.9996, thus "lowering" the plane
of the projection to intersect the ORM/ERM at two meridians of secancy
(roughly 180,000 meters east and west of the central meridian) where
the scale is 1.0. The scale increases to about 1.0010 near the zone
boundaries at the equator
In addition, the UTM SRF divides the range of the Y axis into two halves
according to the hemispheres. The Y axis origin is located at the equator,
however in the northern hemisphere the value of Y at the origin is 0 and
in the southern hemisphere the value of Y at the origin is 10,000,000.
Furthermore, the origin is defined as having an X coordinate value of 500,000
meters in both hemispheres. This allows all coordinates within a zone to
have positive values of both X and Y.
UTM SRF coordinates may thus be related to TM SRF coordinates under the
equivalent parametric conditions by the following formulas:
- X(UTM) = X(TM) + 500,000
- Y(UTM) = Y(TM: Northern Hemisphere) or
= Y(TM: Southern Hemisphere) + 10,000,000
The UTM SRF is only defined between the 84 degree north and 80 degree
south parallels.
The canonical 2D Local Tangent Plane (LTP2) SRF, when embedded in a UTM SRF,
would have its X and Y axes aligned with the corresponding X and Y
axes of the UTM SRF.
See the SEDRIS Spatial Reference Model (SRM) for additional details.
Primary Page in DRM Diagram:
Example
--Example needed here --FAQs
--FAQs needed here --Constraints
Component of (one-way)(inherited)
- optionally, some Arcs
- optionally, some Base Perimeter Data
- optionally, some Base Reference Vectors
- optionally, some Directional Light Behaviors
- optionally, a Distance Level of Detail Data (notes)
- optionally, some Ellipses
- optionally, some Elliptic Cylinders
- optionally, some Feature Edges
- optionally, a Feature Node
- optionally, some Image Anchors
- optionally, some Labels
- optionally, a Location Table
- optionally, some Morph Points
- optionally, some Point Geometries
- optionally, some Property Grid Hook Points
- optionally, a Reference Origin
- optionally, some Spatial Domains
- optionally, some Spatial Index Related Feature Topologies
- optionally, some Spatial Index Related Features
- optionally, some Spatial Index Related Geometries
- optionally, some Tack Points
- optionally, some Vertices
- optionally, some Vertex with Component Indices
- optionally, some World 3X3s
- optionally, some World Transformations
Notes
Component of Notes
the center point for the LOD test
Fields Notes
in meters; positive eastward
in meters; positive northward
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