Lithogeochemistry
CSW_GEOLOGY.LITHOGEOCHEMISTRY_PT
2018-04-27T00:00:00
Yukon Geological Survey, 2020.
Yukon Geological Survey – Government of Yukon
ygstech@gov.yk.ca
<div style='text-align:Left;'><div><div><p style='margin:0 0 0 0;'><span><span>The lithogeochemical data provides the chemical composition of rock samples. This data helps characterize the rocks and can be used to understand their mode of formation. </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></span></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>
This product contains whole rock chemical analyses from Yukon samples.
Government of Yukon
Version 6.2 (Build 9200) ; Esri ArcGIS 10.7.1.11595
geochemistrychemistrylithogeochemistryYukon geological surveygeologybedrock geologyrockcompositionsamplesYukonGeoYukon
1
-144.931663
-120.745074
59.596426
69.384009
Yukon Geological Survey – Government of Yukon
ygstech@gov.yk.ca
<DIV STYLE="text-align:Left;"><DIV><DIV><P><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></DIV></DIV></DIV>
https://yukon.maps.arcgis.com/home/item.html?id=ee0ee9c3bddb439c9b415e5dbff2af8c
https://map-data.service.yukon.ca/GeoYukon/Geological/Lithogeochemistry/
Feature Class
Geomatics Yukon – Government of Yukon
geomatics.help@gov.yk.ca
5696
CSW_GEOLOGY.LITHOGEOCHEMISTRY_PT
Feature Class
5696
OBJECTID
OBJECTID
Internal feature number.
Esri
OID
4
10
0
Sequential unique whole numbers that are automatically generated.
SAMPLE_NUM
Sample Number
String
50
0
0
STATION
Station Number
String
50
0
0
REGION
Region
String
50
0
0
LAB
Laboratory
String
120
0
0
PROJECT
Project
String
120
0
0
MET_MAJOR
Major Elements Method
String
120
0
0
MET_TRACE
Trace Elements Method
String
120
0
0
CERT
Certificate Number
String
50
0
0
P_SUITE
Plutonic Suite
String
120
0
0
UNIT
Geological Unit or Pluton
String
120
0
0
GEOLOGIST
Geologist
String
50
0
0
YEAR
Year of Collection
SmallInteger
2
5
0
ROCK_CLASS
Rock Classification
String
50
0
0
ROCK_TYPE
Lithology
String
120
0
0
LATITUDE_DD
Latitude
Double
8
38
8
LONGITUDE_DD
Longitude
Double
8
38
8
LOC_ACCUR
Location Accuracy
String
50
0
0
AGE_PERDIO
Geological Period
String
50
0
0
CHRON_AGE
Geochronological Age
Double
8
38
8
AGE_ERROR
Error on Age
Double
8
38
8
AGE_ACCUR
Accuracy for Age
String
20
0
0
SOURCE
Source of Data
String
255
0
0
COMMENTS
Comments
String
255
0
0
SHAPE
SHAPE
Feature geometry.
Esri
Geometry
4
0
0
Coordinates defining the features.
SIO2
SiO2
Double
8
38
8
AL2O3
Al2O3
Double
8
38
8
FE2O3_T
Fe2O3_T
Double
8
38
8
MNO
MnO
Double
8
38
8
MGO
MgO
Double
8
38
8
CAO
CaO
Double
8
38
8
NA2O
Na2O
Double
8
38
8
K2O
K2O
Double
8
38
8
TIO2
TiO2
Double
8
38
8
P2O5
P2O5
Double
8
38
8
CR2O3
Cr2O3
Double
8
38
8
LOI
LOI
Double
8
38
8
TOTAL
TOTAL
Double
8
38
8
LOI2
LOI2
Double
8
38
8
TOTAL2
TOTAL2
Double
8
38
8
FEO
FeO
Double
8
38
8
BAO
BaO
Double
8
38
8
AU_PPM
Au_ppm
Double
8
38
8
AU_PPB
Au_ppb
Double
8
38
8
HG
Hg
Double
8
38
8
SC
Sc
Double
8
38
8
BE
Be
Double
8
38
8
V
V
Double
8
38
8
CR
Cr
Double
8
38
8
CO
Co
Double
8
38
8
NI
Ni
Double
8
38
8
CU
Cu
Double
8
38
8
ZN
Zn
Double
8
38
8
GA
Ga
Double
8
38
8
GE
GE
Double
8
38
8
ARS
Ars
Double
8
38
8
RB
Rb
Double
8
38
8
SR
Sr
Double
8
38
8
Y
Y
Double
8
38
8
ZR
Zr
Double
8
38
8
NB
Nb
Double
8
38
8
MO
Mo
Double
8
38
8
AG
Ag
Double
8
38
8
IND
Ind
Double
8
38
8
SN
Sn
Double
8
38
8
SB
Sb
Double
8
38
8
CS
Cs
Double
8
38
8
BA
Ba
Double
8
38
8
LA
La
Double
8
38
8
CE
Ce
Double
8
38
8
PR
Pr
Double
8
38
8
ND
Nd
Double
8
38
8
SM
Sm
Double
8
38
8
EU
Eu
Double
8
38
8
GD
Gd
Double
8
38
8
TB
Tb
Double
8
38
8
DY
Dy
Double
8
38
8
HO
Ho
Double
8
38
8
ER
Er
Double
8
38
8
TM
Tm
Double
8
38
8
YB
Yb
Double
8
38
8
LU
Lu
Double
8
38
8
HF
Hf
Double
8
38
8
TA
Ta
Double
8
38
8
W
W
Double
8
38
8
TL
Tl
Double
8
38
8
PB
Pb
Double
8
38
8
BI
Bi
Double
8
38
8
TH
Th
Double
8
38
8
U
U
Double
8
38
8
LI
Li
Double
8
38
8
MN
Mn
Double
8
38
8
CD
Cd
Double
8
38
8
B
B
Double
8
38
8
TE
Te
Double
8
38
8
ZR_ICPMS
Zr_ICPMS
Double
8
38
8
ZR_XRF
Zr_XRF
Double
8
38
8
SRO
SrO
Double
8
38
8
S_TOTAL
S total
Double
8
38
8
C_TOTAL
C total
Double
8
38
8
TOC
Total Organic C
Double
8
38
8
SE
Se
Double
8
38
8
DEPTH_M
Depth in metres
Double
8
38
8
DEPTH_FT
Depth in feet
Double
8
38
8
HG_PPB
Hg_ppb
Double
8
38
8
AG_PPB
Ag_ppb
Double
8
38
8
PUBLICLY_AVAILABLE
Publicly Available
String
5
0
0
EPSG
6.13(9.3.0.0)
ISO 19139 Metadata Implementation Specification
5000
150000000
2020-07-31
08285000
2021-01-03
13:11:46.85
FALSE
2020-12-07
14100700
1.0
ISO19139
editor:esri.dijit.metadata.editor
002
LITHOGEOCHEMISTRY_PT
3958.467600
968391.573500
600714.543600
1657757.706000
1
Projected
GCS_North_American_1983
NAD_1983_Yukon_Albers
Linear Unit: Meter (1.000000)
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dataset
2020-12-07
FBC72025-0EAF-4901-B3B8-DEDE73AC8883
Yukon Geological Survey – Government of Yukon
ygstech@gov.yk.ca
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Simple
FALSE
5696
TRUE
FALSE