Drainage Culverts - 25K
CSW_TRANSPORTATION.DRAINAGE_CULVERT_PT_25K
2014-01-01T00:00:00
vector digital data
Department of Highways and Public Works – Government of Yukon
transportation.gis@gov.yk.ca
<div style='text-align:Left;'><div><div><p><span>This dataset </span><span>includes all </span><span>drainage </span><span>culverts with a</span><span>n opening diameter of less than 2 metres. Culverts with a diameter greater than 2 metres are defined as structural culverts and are not present in this dataset. </span></p><p style='margin:0 0 0 0;'><span><span>Distributed from </span></span><a href='https://yukon.ca/geoyukon' rel='nofollow ugc'><span><span>GeoYukon</span></span></a><span><span> by the </span></span><a href='https://yukon.ca/maps' rel='nofollow ugc'><span><span>Government of Yukon</span></span></a><span><span>. Discover more digital map data and interactive maps from Yukon's digital map data collection.</span></span></p><p style='margin:0 0 0 0;'><span><span><br /></span></span></p><p style='margin:0 0 0 0;'><span><span>For more information: </span></span><a href='mailto:geomatics.help@gov.yk.ca' rel='nofollow ugc'><span><span>geomatics.help@gov.yk.ca</span></span></a></p><p><span></span></p></div></div></div>
The purpose of this dataset is to provide drainage culvert locations along Yukon highways. Drainage culverts have an opening diameter of under 2 metres.
Government of Yukon
Version 6.2 (Build 9200) ; Esri ArcGIS 10.7.1.11595
transportationCanadaYukonculvertdrainageGeoYukon
ditch
watercourse
culvert
Yukon Territory
Yukon Canada
Canada
Yukon
infrastructure
transportation
-142.433807
-127.284132
59.318905
67.092058
2010-09-22
publication date
1
-142.432469
-127.289487
59.280439
67.090743
Department of Highways and Public Works – Government of Yukon
transportation.gis@gov.yk.ca
Yukon Highways and Public Works, Transportation Division.
For Yukon Highways and Public Works, Transportation Division Use.
<DIV STYLE="text-align:Left;"><DIV><DIV><P STYLE="margin:0 0 14 0;"><SPAN><SPAN>Open Government Licence - Yukon (</SPAN></SPAN><A href="https://open.yukon.ca/data/open-government-licence-yukon"><SPAN><SPAN>https://open.yukon.ca/data/open-government-licence-yukon</SPAN></SPAN></A><SPAN><SPAN>)</SPAN></SPAN></P><P><SPAN /></P></DIV></DIV></DIV>
Culvert locations are digitized by Yukon Highways and Public Works, Transportation Division, Transportation Engineering Branch.
Attribute sources are YTBIS (Bridges and Culverts) database and ground.
Culvert locations that were ground truthed with a gps or positioned from imagery are within 30 metres. The location of culverts based on the YTBIS.mdb may not be reliable and the accuracy is unknown.
Source GPS or imagery
<30 m
https://yukon.maps.arcgis.com/home/item.html?id=4c69d7908442468e87633c96cc63860f
https://map-data.service.yukon.ca/GeoYukon/Transportation/Drainage_Culverts_25k/
Feature Class
FGDB
6278
CSW_TRANSPORTATION.DRAINAGE_CULVERT_PT_25K
Is an underground channel carrying water across a road, etc.
Oxford Canadian Dictionary
Feature Class
6278
SHAPE
SHAPE
Feature geometry.
ESRI
Geometry
4
0
0
Coordinates defining the features.
CULVERT_ID
CULVERT_ID
Culvert ID source is the YTBIS Microsoft Access file, YTBIS.mdb.
Integer
4
9
0
OBJECTID
OBJECTID
Internal feature number.
ESRI
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
TID
TID
Global Unique Identifier (GUID)
ESRI
String
38
0
0
HIGHWAY_NUMBER
Highway Number
SmallInteger
2
5
0
HIGHWAY_NAME
Highway Name
String
50
0
0
CULVERT_DIAMETER_M
Culvert Diameter (m)
Double
8
38
8
CULVERT_LENGTH_M
Culvert Length (m)
Double
8
38
8
CROSSING_TYPE
Crossing Type
String
30
0
0
KILOMETRE_POST
Highway Kilometre
Double
8
38
8
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2017-03-06
16232300
2021-01-03
14:53:44.93
FALSE
2020-12-09
13262000
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
DRAINAGE_CULVERT_PT_25K
65152.098300
726760.098900
557335.921600
1402064.740800
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2020-12-09
8B218DD9-8EA4-4A85-AAD3-AC19DA91593E
Department of Highways and Public Works – Government of Yukon
transportation.gis@gov.yk.ca
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Simple
FALSE
6278
TRUE
FALSE