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State Plane Technical Characteristics
Standard
Projection for KCGIS |
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| What
is the Standard Projection
for King County GIS Data?
Projection:
State Plane*
Zone: 5601 (Washington State Plane North; FIPS
Zone 4601)
Datum: HPGN
Units: feet
*Technically,
State Plane is a coordinate system, not a projection. See
"What is State Plane?" below.
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What
is the FGDC Spatial Reference Information for
King Co. GIS Data?
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- Spatial_Reference_Information:
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- Horizontal_Coordinate_System_Definition:
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- Planar:
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- Grid_Coordinate_System:
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- Grid_Coordinate_System_Name: State Plane Coordinate System 1983
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- State_Plane_Coordinate_System:
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- SPCS_Zone_Identifier: 5601
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- Lambert_Conformal_Conic:
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- Standard_Parallel_1: 47.5000
- Standard_Parallel_2: 48.7333
- Longitude_of_Central_Meridian: -120.8333
- Latitude_of_Projection_Origin: 47.0
- False_Easting: 1640416.66667
- False_Northing: 0
- Planar_Coordinate_Information:
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- Planar_Coordinate_Encoding_Method: coordinate pair
- Coordinate_Representation:
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- Abcissa_Resolution: not determined
- Ordinate_Resolution: not determined
- Planar_Distance_Units: survey feet
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- Geodetic_Model:
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- Horizontal_Datum_Name: North American Datum of 1983
- Ellipsoid_Name: Geodetic Reference System 80
- Semi-major_Axis: 6378137
- Denominator_of_Flattening_Ratio: 294.98
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| What
is State Plane?
The State Plane Coordinate
System (SPCS) is a coordinate system designed for mapping the United
States. It was developed in the 1930s by the U.S. Coast and Geodetic
Survey to provide a common reference system to surveyors and mappers.
The goal was to design a conformal mapping system for the country
with a maximum scale distortion of 1 part in 10,000, then considered
the limit of surveying accuracy. Three conformal projections were
chosen: the Lambert Conformal Conic for states that are longer in
the east-west direction, such as Tennessee and Kentucky, the Transverse
Mercator projection for states that are longer in the north-south
direction, such as Illinois and Vermont, and the Oblique Mercator
projection for the panhandle of Alaska, because it is neither predominantly
north nor south, but at an angle. To maintain an accuracy of 1 part
in 10,000, it was necessary to divide many states into zones. Each
zone has its own central meridian or standard parallels to maintain
the desired level of accuracy. The boundaries of these zones follow
county boundaries.
There are two zones
in Washington State (NAD83 based on a Lambert Conformal Conic Projection).
| Zone |
1st
Std Parallel |
2nd
Std Parallel |
Central
Meridian |
Origin
(latitude) |
False
Easting(m) |
| WA N |
47 30
00 |
48 44
00 |
-120
50 00 |
47 00
00 |
500,000 |
| WA S |
45 50
00 |
47 20
00 |
-120
30 00 |
45 20
00 |
500,000 |
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| Why
Use State Plane?
Governmental organizations
or groups who do work with them primarily use the State Plane Coordinate
System. Most often, these are county or municipal databases. The
advantage of using SPCS is that your data will be in a common coordinate
system which is the same as that of other databases covering the
same area.
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| State
Plane and the North American Datum
Technological advancements
of the last fifty years have led to improvements in the measurement
of distances, angles, and the Earths size and shape. This, combined
with moving the origin of the datum from Meades Ranch in Kansas
to the Earths center of mass, for compatibility with satellite systems,
made it necessary to redefine SPCS 27. Consequently, the coordinates
for points are different for SPCS 27 and SPCS 83. There are several
reasons for this. For SPCS 83, all State Plane coordinates published
by NGS are in metric units, the shape of the spheroid of the Earth
is slightly different, some states have changed the definition of
their zones, and values of latitude and longitude are slightly changed.
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| Datums
and datum conversion
A datum is a set of
parameters defining a coordinate system, and a set of control points
whose geometric relationships are known, either through measurement
or calculation (Dewhurst 1990). A datum is defined by a spheroid,
which approximates the shape of the Earth, and the spheroid's position
relative to the center of the Earth. There are many spheroids representing
the shape of the Earth, and many more datums based upon them. A
horizontal datum provides a frame of reference for measuring locations
on the surface of the Earth. It defines the origin and orientation
of latitude and longitude lines. A local datum aligns its spheroid
to closely fit the Earth's surface in a particular area and its
origin point is located on the surface of the Earth. The coordinates
of the origin point are fixed and all other points are calculat
ed from this control point. The coordinate system origin of a local
datum is not at the center of the Earth. NAD27 and the European
Datum of 1950 are local datums.
In the last fifteen
years, satellite data has provided geodesists with new measurements
to define the best Earth-fitting ellipsoid, which relates coordinates
to the Earths center of mass. An Earth-centered or geocentric, datum
does not have an initial point of origin like a local datum. The
Earths center of mass is, in a sense, the origin. The most recently
developed and widely used datum is the World Geodetic System of
1984. It serves as the framework for supporting locational measurement
worldwide. GPS measurements are based upon the WGS84 datum.
North American
datums: There are two horizontal datums used almost exclusively
in North America. These are the North American Datum of 1927 NAD27
and the North American Datum of 1983 NAD83. The US. National Geodetic
Survey (NGS) uses a transformation program known as NADCOM, the
Canadian method for transformation between the two datums is known
as the Canadian National Transformation.
NAD27:
The North American Datum of 1927 uses the Clarke spheroid of 1866
to represent the shape of the Earth. The origin of this datum is
a point on the Earth referred to as Meades Ranch in Kansas. Many
NAD27 control points were calculated from observations taken in
the 1800s. These calculations were done manually and in sections
over many years. Therefore, errors varied from station to station.
NAD83:
Many technological advances in surveying and geodesy since the establishment
of NAD27 - electronic theodolites, GPS satellites, Very Long Baseline
Interferometry, and Doppler systems revealed weaknesses in the existing
network of control points. Differences became particularly noticeable
when linking existing control with newly established surveys. The
establishment of a new datum would allow for a single datum to cover
consistently North America and surrounding areas. The North American
Datum of 1983 is based upon both Earth and satellite observations,
using the GRS80 spheroid. The origin for this datum is the Earths
center of mass. This affects the surface location of all latitude-longitude
values enough to cause locations of previous control points in North
America to shift, sometimes as much as 500 feet. A ten-year multinational
effort tied together a network of control points for the United
States, Canada, Mexico, Greenland, Central America, and the Caribbean.
State readjustments
HPGN / HARN: There
is an ongoing effort at the state level to readjust the NAD83 datum
to a higher level of accuracy using state-of-the-art surveying techniques
that were not widely available when the NAD83 datum was being developed.
This project, known as the High Accuracy Reference Network (HARN),
or High Precision GPS Network (HPGN) is a cooperative project between
the National Geodetic Survey and the individual states.
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| Unit
of length
The standard unit of
length measurement for SPCS 27 is the U.S. Survey foot. For SPCS
83, the most common unit of measure is the meter. Those states that
support both feet and meters have legislated which feet-to-meters
conversion they use. The difference between the two is only two
parts in one million, but that can become noticeable when data sets
are stored in double precision.
Map scale is expressed
as 1: Representative fraction (RF) = Map Distance (MD) * Conversion
Factor (CON) / Ground Distance (GD), for example, given a conversion
factor of 63,360 inches to a mile:
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The National Map Accuracy
Standards defines the requirement for horizontal accuracy as:
- no more than 10% of features shall be more
than 1/30th of an inch from their intended location on maps of
scale larger than 1:20,000.
- no more than 10% of features shall be more
than 1/50th of an inch from their intended location on maps of
scale smaller than 1:20,000.
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Revised
January 21, 2005 |
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