[postgis-users] list of the closest borders
Kevin Neufeld
kneufeld at refractions.net
Thu Sep 11 11:49:31 PDT 2008
Ok, yikes. This is suddenly getting much more complicated than I
originally thought.
Yes, obviously the boundary approach does not take into account if the
point is inside a country polygon.
Also, the problem with your second attempt was that you were grabbing
only the first polygon out of a multipolygon and using that to test your
distances against.
This is a very quick hack that I'm sure you can clean up, but it may get
you closer to what you're after:
-- Sort and limit the final result
SELECT * FROM (
-- Filter out duplicate entries
SELECT DISTINCT ON (name) *
FROM (
-- Select the country we are inside
SELECT name, gmi_cntry, 0::double precision AS distance
FROM world_countries a
WHERE ST_Contains(
a.the_geom,
ST_GeomFromText('Point(-107.753906 48.400032)', srid(the_geom)))
UNION ALL
-- Select all countries and their respective distances
SELECT name, gmi_cntry,
distance_sphere(
line_interpolate_point( a.geom, line_locate_point( a.geom,
b.pt) ),
b.pt
) / 1609.344 AS distance
FROM (
SELECT name, gmi_cntry, (ST_Dump(ST_Boundary(the_geom))).geom
FROM world_countries ) AS a,
(SELECT ST_GeomFromText('Point(-107.753906 48.400032)', 4326) AS pt) AS b
) AS foo
ORDER BY name, distance) AS foo
ORDER BY distance
LIMIT 5;
name | gmi_cntry | distance
---------------+-----------+------------------
United States | USA | 0
Canada | CAN | 41.4484753115909
Mexico | MEX | 1148.15027501245
Bahamas, The | BHS | 2165.10853394356
Cuba | CUB | 2200.33855861009
(5 rows)
Cheers,
Kevin
Doug Fischer wrote:
> Kevin,
>
> I have played with these functions and created a query however it does
> not seem to be producing the correct results.
>
> What I have done is the following (just so you understand the data that
> I am working with).
>
> I have downloaded the World shapefile from
> http://www.cipotato.org/diva/data/MoreData.htm
>
> I used shp2pgsql to create the inserts for PostGIS into a table called
> world_countries with the following definition:
>
> gid - integer
> name - character varying(40)
> gmi_cntry - character varying(3)
> region - character varying(25)
> the_geom - geometry
>
> I selected a point close to the canadian border in Montana (lat:
> 48.400032 long: -107.753906) and ran the following queries
>
> 1)
> select name, gmi_cntry,
> distance(the_geom,
> GeomFromText('Point(-107.753906 48.400032)', srid(the_geom))) *
> 69.046767 as distance
> from worl_countries order by distance limit 5;
>
> 2)
> select name, gmi_cntry,
> distance_sphere(
> line_interpolate_point(
> ExteriorRing(GeometryN(the_geom, 1)),
> line_locate_point(
> ExteriorRing(GeometryN(the_geom, 1)),
> GeomFromText('Point(-107.753906 48.400032)',
> srid(the_geom))
> )
> ),
> GeomFromText('Point(-107.753906 48.400032)', srid(the_geom))
> ) / 1609.344 as distance
> from world_countries order by distance limit 5;
>
> Results of query 1:
>
> United States | USA | 0
> Canada | CAN | 41.42...
> Mexico | MEX | 1147.37...
> Guatemala | GTM | 2408.14...
> Cuba | CUB | 2413.21...
>
> Results of query 2:
>
> United States | USA | 1277.33...
> Mexico | MEX | 1336.31...
> Canada | CAN | 1509.44...
> Cuba | CUB | 2283.77...
> Guatemala | GTM | 2313.55...
>
> As you can see from the results of the 2 queries, they are not even
> close. I understand that the first query is not going to be all that
> accuate, but I tthought that the two would at least be in the same
> ballpark. The results from query 1 are more like what I need, I was
> just trying to get a little more accurate. Query 2 seems to be better
> when the Point that I am using in the query is not inside of a country
> already.
>
> Any ideas? suggestions? Anything would be appreciated.
>
> thank you very much,
> Doug
>
> On Sep 10, 2008, at 11:34 AM, Kevin Neufeld wrote:
>
>> Yes. Experiment with
>>
>> - ST_Line_Locate_Point(linestring, Point) - which returns a percentage
>> along the linestring the point occurs.
>>
>> - ST_Line_Interpolate_Point(linestring, location) - which accepts a
>> "percentage along" and returns the interpolated point along the
>> linestring.
>>
>> Since these functions accept a linestring, you could extract the
>> exterior ring of your country polygon.
>>
>> Something like:
>> SELECT
>> ST_Line_Interpolate_Point(
>> ST_Exterior_Ring(the_geom),
>> ST_Line_Locate_Point(ST_Exterior_Ring(the_geom), gps_pt)
>> )
>> FROM ...
>>
>> Cheers,
>> Kevin
>>
>> Doug Fischer wrote:
>>> ...
>>> Is there some way to determine the closest point in the border of the
>>> country to the point collected by the GPS in order to use the
>>> distance_sphere() or distance_spheroid() functions for a more precise
>>> measurement?
>>> Thank you very much for any help.
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>>
>
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