[postgis-users] making a circle with radius in meters, and la t/lon position
Lucas Antoine (External)
Antoine.Lucas at external.thalesgroup.com
Wed Oct 22 00:24:19 PDT 2008
Hi,
Indeed, making a buffer in my SRID (4326) will not makes a perfect circle.
But how to make a circle then ?
area = transform(Buffer(transform(GeomFromText('POINT(0.0 20)',4326),
2163) ,100), 4326)
should be the correct function (point in lat / lon, transformed in meters
then circle, then back in lat lon).
but then distance between a point of circle and the center:
Distance( transform(ST_Centroid(area),2163),
transform(PointN(ExteriorRing(area),1),2163))
return 100 meters
distance_sphere(ST_Centroid(area),PointN(ExteriorRing(area),1))
return 127 meters.
And also, when I get all points and try to compute radius by hand, I get
again 127 meters.
Why distance_sphere and Distance function do not return same result ?
Antoine.
-----Message d'origine-----
De : postgis-users-bounces at postgis.refractions.net
[mailto:postgis-users-bounces at postgis.refractions.net]De la part de
Michael Smedberg
Envoyé : mardi 21 octobre 2008 22:30
À : PostGIS Users Discussion
Objet : RE: [postgis-users] making a circle with radius in meters, and
lat/lon position
Hey Lucas,
I'm not sure I 100% understand your question, but I think that you're
making an incorrect assumption. When you " transform distance into
angle and make buffer directly in my SRID (4326)", I don't think that
the result will be a circle.
For instance, when you're near the North Pole, a degree of longitude is
shorter than a degree of latitude. If you were, say, 2 degrees south of
the North Pole, and you drew a polygon around you that was one degree
away, the result would not be a circle, and would be shorter (as
measured in meters) in the East-West direction than in the North-South
direction, right?
In other words, I don't think you can draw a circle in 4326- a "circle"
in degrees isn't a circle in actual distance.
-----Original Message-----
From: postgis-users-bounces at postgis.refractions.net
[mailto:postgis-users-bounces at postgis.refractions.net] On Behalf Of
Lucas Antoine (External)
Sent: Monday, October 20, 2008 12:35 AM
To: 'postgis-users at postgis.refractions.net'
Subject: [postgis-users] making a circle with radius in meters,and
lat/lon position
Hi all,
I am using postgis 1.2.1 and I would like to make a circle. I use meters
unit and lat/lon coordinate in SRID 4326.
I saw two solutions:
* transform point to a meter-SRID 2163 then make a buffer in meters
and
back transform in my SRID (4326)
* transform distance into angle and make buffer directly in my SRID
(4326)
To check result, I first watch all coords, then recompute center, and
compute distance between center and a circle point.
With function Distance: OK
with function distance_sphere: 27% too much !
I made some verification by hand and I find a result close to
distance_sphere; where is the mistake ?
Here is a sample:
-- SQL file
create table toto (id int4 );
SELECT ADDGEOMETRYCOLUMN('public', 'toto', 'area', 4326, 'GEOMETRY', 2);
-- insert a circle with 100 meter radius
--
-- with transform function
--
insert into toto (area) values (transform(
Buffer(
transform(
GeomFromText('POINT(0.0
20)',4326), -- point in lat lon
2163) -- point in meters
coords
,100), -- circle in meters
coords
4326) ); -- circle in lat / lon
-- insert a circle with 100 meter radius
--
-- transform directly 100 meters to angle (approximation from 4326 model
?)
--
insert into toto (area) values ( Buffer(GeomFromText('POINT(0.0
20)',4326),100.0/(6376500.0*3.14159*2.0)*360.0 ) );
--
-- distance with transform function (coherent with transform circle)
--
select Distance( transform(ST_Centroid(area),2163),
transform(PointN(ExteriorRing(area),1),2163)) from
toto;
distance
------------------
99.9998086273481 -> ok
102.031862045723 -> ok
(2 rows)
--
-- distance with transform function (not coherent with transform circle)
--
select distance_sphere(ST_Centroid(area),PointN(ExteriorRing(area),1))
from
toto;
distance_sphere
------------------
127.779274484879 -> no ok !
93.8880956491054
(2 rows)
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