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<languageCode Sync="TRUE" value="eng">
</languageCode>
<countryCode Sync="TRUE" value="USA">
</countryCode>
</mdLang>
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<ScopeCd value="005">
</ScopeCd>
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<mdHrLvName Sync="TRUE">dataset</mdHrLvName>
<mdContact>
<rpIndName>Lillian Hayden</rpIndName>
<rpOrgName>Department of Water Resources, Division of Regional Assistance, North Central Region Office, Hydrography and Technical Support</rpOrgName>
<rpPosName>Environmental Scientist</rpPosName>
<rpCntInfo>
<cntAddress addressType="physical">
<eMailAdd>Lillian.Hayden@water.ca.gov</eMailAdd>
<delPoint>3500 Industrial Blvd</delPoint>
<city>West Sacramento</city>
<adminArea>CA</adminArea>
<postCode>95691</postCode>
<country>US</country>
</cntAddress>
<cntPhone>
<voiceNum>916-281-4835</voiceNum>
</cntPhone>
</rpCntInfo>
<role>
<RoleCd value="007">
</RoleCd>
</role>
</mdContact>
<mdDateSt Sync="TRUE">20260831</mdDateSt>
<mdStanName>ArcGIS Metadata</mdStanName>
<mdStanVer>1.0</mdStanVer>
<distInfo>
<distFormat>
<formatName Sync="TRUE">Raster Dataset</formatName>
</distFormat>
</distInfo>
<dataIdInfo>
<idAbs>&lt;div style='text-align:Left;'&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;This is an official DWR Image Service, which meets all appropriate requirements of the DWR Spatial Data Standards, specifically the DWR Spatial Data Standard version 3.6, dated September 27, 2023. This archived dataset was developed by DWR for its internal use. This data is not suitable for property boundary determination, construction layout, legal descriptions, or any other professional land surveying or legal purpose. The data represents estimates of past conditions and measurements, may contain errors, and is no longer representative of current conditions. Neither the State of California, its agents, nor its employees, make any warranty, representation or guarantee, express or implied; nor assumes any liability or responsibility for the accuracy, completeness, or usefulness of this data.This Image Service was published on 02/24/2026 by Bianca Pertl of the DWR Division of Engineering, who may be contacted at 916-757-3593, or at bianca.pertl@water.ca.gov. Comments, problems, improvements, updates, or suggestions should be forwarded to the official DWR point of contact as available and appropriate.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;The California Department of Water Resources (DWR), North Central Region Office (NCRO), Bathymetry Data Collection Section, conducted a bathymetric survey on Victoria Canal as part of the Delta Wide Bathymetry survey. The main purpose of this data is to help complete bathymetric datasets of the South Delta. &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;• Survey Dates: March 14-22, 2022 &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;• Instrumentation: Multibeam echo sounder with Inertially-Aided Post-Processed Kinematic (IAPPK) GPS procedures. &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;• Density: 1 ft grid &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;• Datum: NAD83 (California State Plane Zone III) horizontal, NAVD88 vertical &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;• Related datasets: Victoria Canal 2011, West Canal at Old River 2011, Middle River at Old River 2017, Old River 2018 &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;• Field Dates: March 14-22, 2022 &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;• Survey Type: Multibeam &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;• Data Density: 1 foot grid &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;• Horizontal Datum: North American Datum of 1983 (NAD83) California Coordinate System (CCS83) State Plane Zone 3, US feet &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;• Vertical Datum: North American Vertical Datum of 1988 (NAVD88) geoid 12B, US feet &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;• Processing Epoch: 2022.222; CSRC Datum Epoch: 2017.5 &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;• Involved Staff: Data collected and processed by NCRO Bathymetry and Hydrography sections &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;• Survey Responsible Charge: Jacob Wright, PLS (CA 8717) &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt; &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;Please see associated survey report for full control and QC check details. &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt; &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;For complete metadata make sure the viewer (ArcGIS or other software) is set to view FGDC metadata.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</idAbs>
<idCitation>
<resTitle>Bathy_NCRO_20220322_VictoriaCanal</resTitle>
<resEd>Original</resEd>
<datasetSeries>
<seriesName>CA-DWR NCRO Hydrography</seriesName>
<issId>Victoria Canal March 2022</issId>
</datasetSeries>
<citRespParty>
<rpOrgName>California Department of Water Resources, Division of Regional Assistance, North Central Region Office, Hydrography and Technical Support.</rpOrgName>
<role>
<RoleCd value="006">
</RoleCd>
</role>
</citRespParty>
<presForm>
<PresFormCd Sync="TRUE" value="005">
</PresFormCd>
</presForm>
</idCitation>
<dataExt>
<exDesc>Victoria Canal</exDesc>
<geoEle>
<GeoBndBox>
<westBL>0.00</westBL>
<eastBL>0.00</eastBL>
<northBL>0.00</northBL>
<southBL>0.00</southBL>
</GeoBndBox>
</geoEle>
</dataExt>
<idPoC>
<rpIndName>Shawn Mayr</rpIndName>
<rpOrgName>Department of Water Resources, Division of Regional Assistance, North Central Region Office, Hydrography and Technical Support</rpOrgName>
<rpPosName>Senior Engineer</rpPosName>
<rpCntInfo>
<cntAddress addressType="physical">
<eMailAdd>Shawn.Mayr@water.ca.gov</eMailAdd>
<delPoint>3500 Industrial Blvd.</delPoint>
<city>West Sacramento</city>
<adminArea>CA</adminArea>
<postCode>95691</postCode>
<country>US</country>
</cntAddress>
<cntPhone>
<voiceNum>916-820-8198</voiceNum>
</cntPhone>
</rpCntInfo>
<role>
<RoleCd value="007">
</RoleCd>
</role>
</idPoC>
<searchKeys>
<keyword>elevation</keyword>
<keyword>inlandWaters</keyword>
<keyword>Bathymetry</keyword>
<keyword>Multibeam</keyword>
<keyword>Sonar</keyword>
<keyword>Victoria Canal</keyword>
<keyword>North Canal</keyword>
<keyword>Old River</keyword>
<keyword>Middle River</keyword>
<keyword>Coney Island</keyword>
<keyword>Union Island</keyword>
<keyword>Victoria Island</keyword>
<keyword>Roberts Island</keyword>
<keyword>March 2022</keyword>
</searchKeys>
<themeKeys>
<thesaName>
<resTitle>ISO 19115 Topic Categories</resTitle>
</thesaName>
<keyword>elevation</keyword>
<keyword>inlandWaters</keyword>
</themeKeys>
<themeKeys>
<keyword>Bathymetry</keyword>
<keyword>Multibeam</keyword>
<keyword>Sonar</keyword>
</themeKeys>
<idPurp>This bathymetric dataset is intended to be used as a base component of studies in the Sacramento-San Joaquin Delta.</idPurp>
<idCredit>California Department of Water Resources, Division of Regional Assistance, North Central Region Office, Hydrography and Technical Support.</idCredit>
<resConst>
<Consts>
<useLimit>&lt;div style='text-align:Left;'&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;This dataset was valid at the time it was measured, however, changes may have occurred since and these data may no longer represent actual surface conditions. The user is responsible for the results of any application of this data for other than its intended purpose. Acknowledgement of the Department of Water Resources, NCRO, Hydrography and Technical Support is appreciated for products derived from these data.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</useLimit>
</Consts>
</resConst>
<resConst>
<LegConsts>
<useLimit>While the Department of Water Resources makes every effort to ensure that its databases are error-free, errors do occur. We ask that you notify us immediately of any errors that you discover in our data. With regards to this dataset, neither the State of California Government, nor any of its employees, makes any warranty, representation or guarantee, express or implied, nor assumes any legal liability or responsibility for the accuracy, completeness, or usefulness of the data.</useLimit>
</LegConsts>
</resConst>
<dataChar>
<CharSetCd Sync="FALSE" value="004">
</CharSetCd>
</dataChar>
<idStatus>
<ProgCd value="001">
</ProgCd>
</idStatus>
<suppInfo>Equipment and Methodology
Survey Vessel: 20 ft Oquawka 2072
Date of patch test: 4/21/2021
Date of lever arms measurement: 2/28/2019
Multibeam Sonar Bathymetry System: Equipment and Methodology // Survey Vessel: 20 ft Oquawka 2072 // Multibeam Sonar Bathymetry System: // Sonar: Reson T20-P Dual-Head MBES // Position/GPS: Applanix POS MV OceanMaster // Motion control: Applanix POS MV OceanMaster // Sound velocity: AML Base X2 Sound Velocity Profiler Field Practices: Field calibration tests (including multibeam patch tests, fixed surface comparisons and GPS checks) are regularly performed in order to ensure data quality and positional accuracy. Multibeam data were collected on the survey vessel and recorded using Hypack Hydrographic Survey software (Hypack).</suppInfo>
<resMaint>
<maintFreq>
<MaintFreqCd value="009">
</MaintFreqCd>
</maintFreq>
</resMaint>
<placeKeys>
<keyword>Victoria Canal</keyword>
<keyword>North Canal</keyword>
<keyword>Old River</keyword>
<keyword>Middle River</keyword>
<keyword>Coney Island</keyword>
<keyword>Union Island</keyword>
<keyword>Victoria Island</keyword>
<keyword>Roberts Island</keyword>
</placeKeys>
<tempKeys>
<keyword>March 2022</keyword>
</tempKeys>
<envirDesc Sync="FALSE">Esri ArcGIS 13.6.0.59527</envirDesc>
<dataLang>
<languageCode Sync="TRUE" value="eng">
</languageCode>
<countryCode Sync="TRUE" value="USA">
</countryCode>
</dataLang>
<spatRpType>
<SpatRepTypCd Sync="TRUE" value="002">
</SpatRepTypCd>
</spatRpType>
<dataExt>
<geoEle>
<GeoBndBox esriExtentType="search">
<exTypeCode Sync="TRUE">1</exTypeCode>
<westBL Sync="TRUE">-121.578886</westBL>
<eastBL Sync="TRUE">-121.409188</eastBL>
<northBL Sync="TRUE">37.904863</northBL>
<southBL Sync="TRUE">37.841250</southBL>
</GeoBndBox>
</geoEle>
</dataExt>
<tpCat>
<TopicCatCd value="006">
</TopicCatCd>
</tpCat>
<tpCat>
<TopicCatCd value="012">
</TopicCatCd>
</tpCat>
</dataIdInfo>
<dqInfo>
<dqScope>
<scpLvl>
<ScopeCd value="005">
</ScopeCd>
</scpLvl>
</dqScope>
<dataLineage>
<dataSource>
<srcDesc>This is an original dataset produced by the California Department of Water Resources, Division of Regional Assistance, North Central Region Office, Hydrography and Technical Support Section.</srcDesc>
<srcMedName>
<MedNameCd value="none">
</MedNameCd>
</srcMedName>
<srcCitatn>
<citRespParty>
<rpOrgName>California Department of Water Resources, Division of Regional Assistance, North Central Region Office, Hydrography and Technical Support.</rpOrgName>
<role>
<RoleCd value="006">
</RoleCd>
</role>
</citRespParty>
</srcCitatn>
</dataSource>
<prcStep>
<stepDesc>Field data collection: This dataset is comprised of elevation points collected using multibeam sonar bathymetry equipment corrected with GPS position data. Raw multibeam data requires processing to become usable. Because sound velocity varies both temporally and spatially, the field crew breaks down the river stretch to be surveyed into manageable sections of approximately 1 hour of logged survey time. Each section overlaps slightly to prevent missing data. Field data collection was completed March 22, 2022.</stepDesc>
<stepProc>
<rpIndName>Scott Flory</rpIndName>
<rpOrgName>Department of Water Resources, Division of Regional Assistance, North Central Region Office, Bathymetry Data Collection</rpOrgName>
<rpPosName>Senior Environmental Scientist</rpPosName>
<rpCntInfo>
<cntAddress addressType="physical">
<eMailAdd>Scott.Flory@water.ca.gov</eMailAdd>
<delPoint>3500 Industrial Blvd.</delPoint>
<city>West Sacramento</city>
<adminArea>CA</adminArea>
<postCode>95691</postCode>
<country>US</country>
</cntAddress>
<cntPhone>
<voiceNum>916-820-7608</voiceNum>
</cntPhone>
</rpCntInfo>
<role>
<RoleCd value="009">
</RoleCd>
</role>
</stepProc>
</prcStep>
<prcStep>
<stepDesc>GNSS Processing: Real-time position data was collected using an Applanix POS-MV OceanMaster system, which includes two GNSS antennas and an inertial motion unit (IMU). In post processing, a network solution was formed in POSPac-MMS software using data from California Spatial Reference Center (CSRC) / Scripps Orbit and Permanent Array Center (SOPAC) control reference stations to create a virtual base station for the survey period (SmartBase processor). This virtual base station was then used to adjust the final position solutions. Please see associated survey report for full control and QC check details. Orthometric heights were derived from Geoid 12B.</stepDesc>
<stepProc>
<rpIndName>Thomas Handley</rpIndName>
<rpOrgName>Department of Water Resources, Division of Regional Assistance, North Central Region Office, Hydrography and Technical Support</rpOrgName>
<rpPosName>Water Resources Engineer</rpPosName>
<rpCntInfo>
<cntAddress addressType="physical">
<eMailAdd>Thomas.Handley@water.ca.gov</eMailAdd>
<delPoint>3500 Industrial Blvd.</delPoint>
<city>West Sacramento</city>
<adminArea>CA</adminArea>
<postCode>95691</postCode>
<country>US</country>
</cntAddress>
<cntPhone>
<voiceNum>916-820-7607</voiceNum>
</cntPhone>
</rpCntInfo>
<role>
<RoleCd value="009">
</RoleCd>
</role>
</stepProc>
</prcStep>
<prcStep>
<stepDesc>Data post-processing: Initial multibeam processing was performed with Caris HIPS and SIPS 11. Typically, the multibeam point cloud is loaded into the review software a section at a time and calibration parameters are checked for accuracy and consistency. Erroneous data, outliers and submerged aquatic vegetation are then filtered out by the hydrographer. Once all sections collected during a survey have been reviewed and processed, they are combined together to create a single seamless surface and exported in bag raster format. These rasters are imported in GIS software and reviewed for consistency. Further products and analyses are carried out upon request. Metadata are established and the data are stored. Data processing was completed in July 2022.</stepDesc>
<stepProc>
<rpIndName>Lillian Hayden</rpIndName>
<rpOrgName>Department of Water Resources, Division of Regional Assistance, North Central Region Office, Hydrography and Technical Support</rpOrgName>
<rpPosName>Environmental Scientist</rpPosName>
<rpCntInfo>
<cntAddress addressType="physical">
<eMailAdd>Lillian.Hayden@water.ca.gov</eMailAdd>
<delPoint>3500 Industrial Blvd</delPoint>
<city>West Sacramento</city>
<adminArea>CA</adminArea>
<postCode>95691</postCode>
<country>US</country>
</cntAddress>
<cntPhone>
<voiceNum>916-281-4835</voiceNum>
</cntPhone>
</rpCntInfo>
<role>
<RoleCd value="009">
</RoleCd>
</role>
</stepProc>
</prcStep>
</dataLineage>
<report type="DQQuanAttAcc">
<measDesc>Elevations are generally believed to be characteristic of the channel-bed, however, in some areas with dense vegetation the data may reflect the elevation of the submerged vegetation rather than the seabed surface. “Noisy” patterns in the data are investigated during data processing; these patterns may signify dense submerged vegetation and are typically filtered. Small gaps in the final dataset (≤ 5 ft) are typically interpolated in the hydrographic software, but larger gaps are left.</measDesc>
<evalMethDesc>Elevations are generally believed to be characteristic of the channel-bed; however, in some heavily vegetated areas, these data may be more indicative of the elevation of the submerged vegetation, rather than the “bare earth” surface. In deeper areas with low visibility, this discrepancy may not be immediately apparent. “Noisy” patterns in the data are investigated during data processing; these patterns may signify dense submerged vegetation and are typically filtered. Orthometric heights were derived from Geoid 12B.</evalMethDesc>
</report>
<report type="DQConcConsis">
<measDesc>These data were collected using advanced hydrographic sonar and GPS technologies. They are believed to be logically consistent. Visual inspection was conducted and data were reviewed in both hydrographic processing and GIS software packages.</measDesc>
</report>
<report type="DQCompOm">
<measDesc>Because multibeam echosounder technology is much less efficient at gathering complete surface coverage in shallow water, these areas are often omitted. Subsequent surveys with a singlebeam sounder may be conducted to fill in these gaps -- please contact the metadata distributor listed in the Distribution section if you need information on data availability for projects not listed under "related datasets" in the abstract. Dense aquatic vegetation also interferes with the sounder's ability to record reliable bathymetric information. Therefore, in order to properly represent the bathymetry of the entire channel, elevation data in most areas of the channel occupied by dense aquatic vegetation were omitted from the final data set and appear as gaps in the data.</measDesc>
</report>
<report dimension="horizontal" type="DQAbsExtPosAcc">
<measDesc>This dataset was produced for 1 foot grid contours to exceed IHO Order 1a standards for hydrographic surveys.</measDesc>
<evalMethDesc>Sounding uncertainty at 95% confidence interval: &lt; 0.5 ft</evalMethDesc>
</report>
<report dimension="vertical" type="DQAbsExtPosAcc">
<measDesc>This dataset was produced for 1 foot grid contours to exceed IHO Order 1a standards for hydrographic surveys.</measDesc>
<evalMethDesc>Sounding uncertainty at 95% confidence interval: &lt; 0.5 ft</evalMethDesc>
</report>
</dqInfo>
<spatRepInfo>
<Georect>
<cellGeo>
<CellGeoCd Sync="TRUE" value="002">
</CellGeoCd>
</cellGeo>
<numDims Sync="TRUE">2</numDims>
<tranParaAv Sync="TRUE">1</tranParaAv>
<chkPtAv Sync="TRUE">0</chkPtAv>
<cornerPts>
<pos Sync="TRUE">6250391.496387 2130572.704699</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">6250391.496387 2153219.704699</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">6299135.496387 2153219.704699</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">6299135.496387 2130572.704699</pos>
</cornerPts>
<centerPt>
<pos Sync="TRUE">6274763.496387 2141896.204699</pos>
</centerPt>
<axisDimension type="002">
<dimSize Sync="TRUE">48744</dimSize>
<dimResol>
<value Sync="TRUE" uom="ftUS">1.000000</value>
</dimResol>
</axisDimension>
<axisDimension type="001">
<dimSize Sync="TRUE">22647</dimSize>
<dimResol>
<value Sync="TRUE" uom="ftUS">1.000000</value>
</dimResol>
</axisDimension>
<ptInPixel>
<PixOrientCd Sync="TRUE" value="001">
</PixOrientCd>
</ptInPixel>
</Georect>
</spatRepInfo>
<refSysInfo>
<RefSystem>
<refSysID>
<identCode Sync="TRUE" code="2227">
</identCode>
<idCodeSpace Sync="TRUE">EPSG</idCodeSpace>
<idVersion Sync="TRUE">5.3(9.0.0)</idVersion>
</refSysID>
</RefSystem>
</refSysInfo>
<contInfo>
<ImgDesc>
<contentTyp>
<ContentTypCd Sync="TRUE" value="001">
</ContentTypCd>
</contentTyp>
<covDim>
<Band>
<dimDescrp Sync="TRUE">Band_1</dimDescrp>
<maxVal Sync="TRUE">5.150919</maxVal>
<minVal Sync="TRUE">-24.772104</minVal>
<bitsPerVal Sync="TRUE">32</bitsPerVal>
<valUnit>
<UOM type="length">
</UOM>
</valUnit>
</Band>
</covDim>
</ImgDesc>
</contInfo>
<eainfo>
<overview>
<eaover>The pixel values in this raster dataset correspond to the elevation or z-value in the stated vertical datum.</eaover>
</overview>
</eainfo>
</metadata>
