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	<title>Newplexus Technologies</title>
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	<description>Enterprise Geospatial Specialists</description>
	<lastBuildDate>Sat, 28 Jan 2012 13:03:47 +0000</lastBuildDate>
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		<title>Loading Shapefiles into Oracle Spatial</title>
		<link>http://www.newplexus.co.uk/loading-shapefiles-into-oracle-spatial/</link>
		<comments>http://www.newplexus.co.uk/loading-shapefiles-into-oracle-spatial/#comments</comments>
		<pubDate>Sat, 28 Jan 2012 13:03:47 +0000</pubDate>
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		<description><![CDATA[Shapefiles are a popular way to distribute spatial vector data but how do you get them into your Oracle Spatial Database? shp2sdo is a command line utility that can be downloaded from Oracle and it converts shapefiles into sqlloader format &#8230; <a href="http://www.newplexus.co.uk/loading-shapefiles-into-oracle-spatial/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://en.wikipedia.org/wiki/Shapefile">Shapefile</a>s are a popular way to distribute spatial vector data but how do you get them into your Oracle Spatial Database?</p>
<p><a href="http://www.oracle.com/technetwork/indexes/downloads/index.html">shp2sdo</a> is a command line utility that can be downloaded from Oracle and it converts shapefiles into sqlloader format so they can be easily loaded into the database.  The download includes versions that can be used on Windows, Linux and Unix.</p>
<p>Extract the executable into the same location as your shapefiles then navigate to the same location in you command window or terminal..</p>
<p>In Windows enter the following command:</p>
<pre>shp2sdo.exe a_road_polyline a_road_polyline -g geom -d -x (0,750000) -y (0,1350000) -s 81989 -t 0.5 -v</pre>
<p>The first two parameters are the name of the shapefile and the name of the table you intend to load you data into &#8211; keep them the same.</p>
<p>-g is the name of the colum in the table that will contain you geometry.</p>
<p>-d is the bounds of your coordinate system &#8211; here the x and y values represent the bounds of the UK.</p>
<p>-s is the SRID (Spatial Reference ID) and this is where it gets confusing with Oracle.  Spatial References normaly refer to those defined by the European Petroleum Survey Group &#8211; for the UK this would be EPSG 27700 representing British National Grid.  Unfortunately this dosen&#8217;t map directly to the Oracle SRID but you can look up the equivalent.  Use SDO_CS.MAP_EPSG_TO_ORACLE to determine your SRID.</p>
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" alt="" /></p>
<p>-t is the tolerance.  In this case the units are meters so out tolerance is 0.5 meter.</p>
<p>-v means we get verbose output.</p>
<p>If you are using this tool from a terminal window in Linux you will have to escape the round brackets so your line would look like this.</p>
<pre>shp2sdo.exe a_road_polyline a_road_polyline -g geom -d -x \(0,750000\) -y \(0,1350000\) -s 81989 -t 0.5 -v</pre>
<p>Below is the output from the Windows Command Line.<br />
<img src="data:image/png;base64,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" 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" alt="" /></p>
<p>At the end of the output you can see that shp2sdo has created two files &#8211; a sql file to create the table and a control file that contains the data and can be loaded into the database using sqlloader.</p>
<p>You will have to look at the scripts to make sure they will work &#8211; in my example the table creation script trys to create colums called NUMBER and ACCESS Oracle dosen&#8217;t like this so I had to change them.</p>
<p><code>CREATE TABLE A_ROAD_POLYLINE (<br />
CODE NUMBER,<br />
LEGEND VARCHAR2(42),<br />
FILE_NAME VARCHAR2(16),<br />
NUMBER NUMBER,<br />
NAME VARCHAR2(180),<br />
NUMBER0 VARCHAR2(64),<br />
ADMIN_NAME VARCHAR2(50),<br />
TYPE VARCHAR2(40),<br />
FERRY_FROM VARCHAR2(50),<br />
FERRY_TO VARCHAR2(50),<br />
FERRY_TIME VARCHAR2(10),<br />
FERRY_TYPE VARCHAR2(20),<br />
RESTRICTIO VARCHAR2(20),<br />
ACCESS VARCHAR2(30),<br />
AMENDED NUMBER,<br />
USAGE VARCHAR2(64),<br />
LOCATION VARCHAR2(30),<br />
GIS VARCHAR2(80),<br />
OWNER VARCHAR2(60),<br />
NORTH VARCHAR2(60),<br />
SOUTH VARCHAR2(60),<br />
EAST VARCHAR2(60),<br />
WEST VARCHAR2(60),<br />
CLOCKWISE VARCHAR2(60),<br />
ANTICLOCKW VARCHAR2(60),<br />
IMPERIAL NUMBER,<br />
METRIC NUMBER,<br />
GEOM MDSYS.SDO_GEOMETRY);</code></p>
<p>If you make changes to the table creation file you will also have to make the same changes to the Control file.</p>
<p>Call sqlloader from the command line with your user credentials specifying your controlfile.</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.newplexus.co.uk/loading-shapefiles-into-oracle-spatial/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
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	</channel>
</rss>

