Metro Data Resource Center 19880101 Urban Growth Boundary (UGB) The boundary controls urban expansion onto farm and forest lands. Metro is responsible for managing the Portland metropolitan region's urban growth boundary and is required by state law to have a 20-year supply of land for future residential development inside the boundary. For analysis of regional capacity for housing and employment and is used as a regional data extent. Under Oregon law, each city or metropolitan area in the state has an urban growth boundary that separates urban land from rural land. Metro is responsible for managing the Portland metropolitan region''''s urban growth boundary. Land inside the urban growth boundary supports urban services such as roads, water and sewer systems, parks, schools and fire and police protection that create thriving places to live, work and play. The urban growth boundary is one of the tools used to protect farms and forests from urban sprawl and to promote the efficient use of land, public facilities and services inside the boundary. The urban growth boundary is different from the Metro district boundary; some areas are inside the urban growth boundary but outside the Metro district boundary, and some areas are outside the urban growth boundary but inside the Metro district boundary. For more information about boundaries, please visit https://storymaps.arcgis.com/stories/38ccd032a789496f959d02ea2cc44414 20250407 Ground condition Complete As needed -123.153528597 -122.367487422 45.70263875 45.23396470 None Urban Growth Boundary Urban Services Boundary UGB ugb additions None Portland Multnomah County Washington County Clackamas County Oregon None This database and GIS data are made available under the RLIS Open Database End User License Agreement. See https://rlisdiscovery.oregonmetro.gov/pages/open-database-license. http://library.oregonmetro.gov/rlisdiscovery/browse_graphic/ugb.png The UGB boundary displayed as a orange polygon on a gray basemap of the region for orientation. PNG Registered to tax lots. Street center lines were digitized from aerial orthophotography at +/- 10 feet accuracy. Tax lots were fit to the street centerlines. Beaverton, Oregon City and Tigard planning areas were improved to +/- 5 feet accuracy. Multnomah County was created with coordinate geometry using better control. The boundary was digitized based on the official hard copy urban growth boundary map. The boundary was registered to the ODOT detailed street map. 1989 The boundary was registered to the tax lot layer. 1993 This layer was positionally adjusted to the most recent parcel base adjustments for both Multnomah and Clackamas Counties. 199801 This layer was reprojected to the NAD83/91 projection (also known as HPGN) as part of a conversion of all RLIS map layers. 199807 Projection information (.prj file), compatible with ArcGIS 8.1, was added to the layer. 20010715 Data now maintained in SDE GeoDataBase. 20071106 The ugb_fill.shp has been renamed to ugb.shp. The ugb_line.shp has been deleted from RLIS Lite due to the fact that ugb.shp can be symbolized as a line if needed. 20100129 The field UGB data type was changed from long integer to short integer. 20110802 Metro ordinance 11-1264B adopted 10/20/11 brought four new areas into the UGB plus an additional small area that had been a hole in the UGB. All areas are within Washington County. 20120117 UGB modified according to HB 4078 (House Bill 4078) Oregon Legislative Assembly. 20140404 UGB modified according to Ordinance 17-1406 (http://rim.metro-region.org/webdrawer/webdrawer.dll/webdrawer/rec/485883/view/). 20171026 Metro ordinance 18-1427 adopted 12/13/2018 brought four new areas into the UGB (expansions to Beaverton, Hillsboro, King City, and Wilsonville). Minor other adjustments to the UGB to better align with current taxlots. 20190426 Metro ordiance 23-1488 adopted 2/2/2023 completed a land exchange bringing in two areas near Tigard in Washington County and removing a small area near Oregon City and a larger area near Damascus in Clackamas County. (https://rim.oregonmetro.gov/WebDrawer/Record/714382) 20230503 Vector Simple FALSE 0 TRUE FALSE International foot D_North_American_1983_HARN Ugb.dbf Description of the UGB polygon attributes. Feature Class 0 OBJECTID OBJECTID OID 4 10 0 Internal feature number. Esri Sequential unique whole numbers that are automatically generated. Ugb Code defining whether a polygon is in or out of the UGB. 1 Inside UGB NA UGB SmallInteger 2 5 0 GISDATA.ugb.AREA GISDATA.ugb.AREA Double 8 38 8 Shape Shape Geometry 8 0 0 Feature geometry. Esri Coordinates defining the features. Shape.STArea() Shape.STArea() Double 0 0 0 Shape.STLength() Shape.STLength() Double 0 0 0 Area Area in square feet NA Metro Data Resource Center
600 NE Grand Ave.
Portland OR 97232 503 797-1742 503 797-1909 drc@oregonmetro.gov The information in this file was derived from digital databases on Metro's GIS. Care was taken in the creation of this file. Metro cannot accept any responsibility for errors, omissions, or positional accuracy. There are no warranties, expressed or implied. Shapefile 0 DVD or CD-ROM ISO9660 http://www.oregonmetro.gov/rlisdiscovery Email drc@oregonmetro.gov or call 503-797-1742 for further instructions. No cost 20250407 Metro Data Resource Center Al Mowbray mailing and physical address
600 NE Grand Ave.
Portland OR 97232 503-797-1843 503-797-1909 al.mowbray@oregonmetro.gov FGDC Content Standards for Digital Geospatial Metadata FGDC-STD-001-1998 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 Esri ArcGIS 13.4.0.55405 ugb ugb 002 Projected GCS_North_American_1983_HARN Linear Unit: Foot (0.304800) NAD_1983_HARN_StatePlane_Oregon_North_FIPS_3601_Feet_Intl <ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/3.4.0'><WKT>PROJCS[&quot;NAD_1983_HARN_StatePlane_Oregon_North_FIPS_3601_Feet_Intl&quot;,GEOGCS[&quot;GCS_North_American_1983_HARN&quot;,DATUM[&quot;D_North_American_1983_HARN&quot;,SPHEROID[&quot;GRS_1980&quot;,6378137.0,298.257222101]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433]],PROJECTION[&quot;Lambert_Conformal_Conic&quot;],PARAMETER[&quot;False_Easting&quot;,8202099.737532808],PARAMETER[&quot;False_Northing&quot;,0.0],PARAMETER[&quot;Central_Meridian&quot;,-120.5],PARAMETER[&quot;Standard_Parallel_1&quot;,44.33333333333334],PARAMETER[&quot;Standard_Parallel_2&quot;,46.0],PARAMETER[&quot;Latitude_Of_Origin&quot;,43.66666666666666],UNIT[&quot;Foot&quot;,0.3048],AUTHORITY[&quot;EPSG&quot;,2913]]</WKT><XOrigin>-111333600</XOrigin><YOrigin>-98152500</YOrigin><XYScale>3048</XYScale><ZOrigin>0</ZOrigin><ZScale>1</ZScale><MOrigin>0</MOrigin><MScale>1</MScale><XYTolerance>0.0032808398950131233</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>2913</WKID><LatestWKID>2913</LatestWKID></ProjectedCoordinateSystem> 20250617 11203800 20250617 11203800 Enterprise Geodatabase Feature Class dataset EPSG 6.3(9.0.0) 0 20250617