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<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>
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<cntPhone>
<voiceNum>916-281-4835</voiceNum>
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<cntAddress addressType="physical">
<delPoint>3500 Industrial Blvd</delPoint>
<city>West Sacramento</city>
<adminArea>CA</adminArea>
<postCode>95691</postCode>
<country>US</country>
<eMailAdd>Lillian.Hayden@water.ca.gov</eMailAdd>
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<mdDateSt>20260827</mdDateSt>
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<resTitle>Bathy_NCRO_20170313_MiddlerRiver_at_OldRiver</resTitle>
<resEd>Original</resEd>
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<rpOrgName>California Department of Water Resources, Division of Regional Assistance, North Central Region Office, Hydrography and Technical Support.</rpOrgName>
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<seriesName>CA-DWR NCRO Hydrography</seriesName>
<issId>Middle River March 2017</issId>
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<idAbs>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.The California Department of Water Resources (CA-DWR), North Central Region Office (NCRO), Bathymetry Data Collection Section, conducted a bathymetric survey of Middle River from the conlfuence with Old River to Union Point. The main purpose of the data is to improve knowledge about water circulation and conveyance in the South Delta. The survey took place between March7th and March 13th, 2017 using multibeam echo sounder technology. The data were positionally corrected using Inertially Aided Post-Processed Kinematic (IAPPK) procedures. • Field Dates: March 7, March 8, March 9, March 13, 2017 • Survey Type: Multibeam • Data Density: 1 foot grid • Horizontal Datum: North American Datum of 1983 (NAD83) California Coordinate System (CCS83) State Plane Zone 3, US feet • Vertical Datum: North American Vertical Datum of 1988 (NAVD88) geoid 12A, US feet • Processing Epoch: 2017.197; CSRC Datum Epoch: 2010 • Related Datasets: Middle River 2011, Victoria Canal 2011, Old River 2013, Middle River South 2022, Old River @ Union Island 2022, Victoria Canal 2022, Paradise Cut 2022, Tom Paine Slough 2022, Old River 2022, Middle River South 2023, Middle River @ Undine 2024 • Involved Staff: Data collected and processed by NCRO Bathymetry and Hydrography sections • Survey Responsible Charge: Jacob Wright, PLS (CA 8717) Please see associated survey report for full control and QC check details. For complete metadata make sure the viewer (ArcGIS or other software) is set to view FGDC metadata.</idAbs>
<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>
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<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>
<cntPhone>
<voiceNum>916-820-8198</voiceNum>
</cntPhone>
<cntAddress addressType="physical">
<delPoint>3500 Industrial Blvd.</delPoint>
<city>West Sacramento</city>
<adminArea>CA</adminArea>
<postCode>95691</postCode>
<country>US</country>
<eMailAdd>Shawn.Mayr@water.ca.gov</eMailAdd>
</cntAddress>
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<placeKeys>
<keyword>Middle River</keyword>
<keyword>Old River</keyword>
<keyword>Union Point</keyword>
</placeKeys>
<tempKeys>
<keyword>March 2017</keyword>
</tempKeys>
<themeKeys>
<keyword>elevation</keyword>
<keyword>inlandWaters</keyword>
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<resTitle>ISO 19115 Topic Categories</resTitle>
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<themeKeys>
<keyword>Bathymetry</keyword>
<keyword>Multibeam</keyword>
<keyword>Sonar</keyword>
</themeKeys>
<searchKeys>
<keyword>elevation</keyword>
<keyword>inlandWaters</keyword>
<keyword>Bathymetry</keyword>
<keyword>Multibeam</keyword>
<keyword>Sonar</keyword>
<keyword>Middle River</keyword>
<keyword>Old River</keyword>
<keyword>Union Point</keyword>
<keyword>March 2017</keyword>
</searchKeys>
<resConst>
<Consts>
<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>
</Consts>
</resConst>
<spatRpType>
<SpatRepTypCd value="002">
</SpatRepTypCd>
</spatRpType>
<tpCat>
<TopicCatCd value="006">
</TopicCatCd>
</tpCat>
<tpCat>
<TopicCatCd value="012">
</TopicCatCd>
</tpCat>
<envirDesc>Esri ArcGIS 13.6.0.59527</envirDesc>
<dataExt>
<geoEle>
<GeoBndBox>
<exTypeCode>true</exTypeCode>
<westBL>-121.489854</westBL>
<eastBL>-121.372853</eastBL>
<northBL>37.893529</northBL>
<southBL>37.820287</southBL>
</GeoBndBox>
</geoEle>
</dataExt>
<suppInfo>Equipment and Methodology
Survey Vessel: 20 ft Oquawka 2072
Date of last patch test: Unknown, between 11/6 &amp; 12/4, 2014
Date of last lever arms measurement: Unknown, between 11/6 &amp; 12/4, 2014
Multibeam Sonar Bathymetry System: Sonar: R2 Sonic 2024 Wideband MBES // Position/GPS: Applanix POS MV OceanMaster // Motion control: Applanix POS MV OceanMaster //
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>
<dataLang>
<languageCode Sync="TRUE" value="eng">
</languageCode>
<countryCode Sync="TRUE" value="USA">
</countryCode>
</dataLang>
<dataExt>
<geoEle>
<GeoBndBox esriExtentType="search">
<exTypeCode Sync="TRUE">1</exTypeCode>
<westBL Sync="TRUE">-121.489854</westBL>
<eastBL Sync="TRUE">-121.372853</eastBL>
<northBL Sync="TRUE">37.893529</northBL>
<southBL Sync="TRUE">37.820287</southBL>
</GeoBndBox>
</geoEle>
</dataExt>
</dataIdInfo>
<dqInfo>
<dqScope>
<scpLvl>
<ScopeCd value="005">
</ScopeCd>
</scpLvl>
</dqScope>
<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>Total uncertainty depends on combined contributions from sound velocity, offsets, beam angle, and range. Error introduced from the motion of the vessel was corrected using the Applanix POS MV OceanMaster System. Sound velocity profiles were taken regularly to correct the depth recorded by the transducer for changes in temperature and salinity. Orthometric heights were derived from Geoid 12A.</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>
<dataLineage>
<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 13, 2017.</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>
<cntPhone>
<voiceNum>916-820-7608</voiceNum>
</cntPhone>
<cntAddress addressType="physical">
<delPoint>3500 Industrial Blvd.</delPoint>
<city>West Sacramento</city>
<adminArea>CA</adminArea>
<postCode>95691</postCode>
<country>US</country>
<eMailAdd>Scott.Flory@water.ca.gov</eMailAdd>
</cntAddress>
</rpCntInfo>
<role>
<RoleCd value="009">
</RoleCd>
</role>
</stepProc>
</prcStep>
<prcStep>
<stepDesc>GNSS Processing: GNSS post-processing was completed in Applanix POSPac-MMS software to create a network solution from neighboring California Spatial Reference System (CSRS), Scripps Orbit and Permanent Array Center (SOPAC), and/or Unavco Continuously Operating Reference Stations (CORS) by creating a virtual base station (SmartBase) near the survey site. These data were combined with sonar, intertial motion and sound velocity data to correctly geolocate each sounding. Please see associated survey report for full control and QC check details. Orthometric heights were derived from Geoid 12A.</stepDesc>
<stepDateTm>2017</stepDateTm>
<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>
<cntPhone>
<voiceNum>916-820-7608</voiceNum>
</cntPhone>
<cntAddress addressType="physical">
<delPoint>3500 Industrial Blvd.</delPoint>
<city>West Sacramento</city>
<adminArea>CA</adminArea>
<postCode>95691</postCode>
<country>US</country>
<eMailAdd>Scott.Flory@water.ca.gov</eMailAdd>
</cntAddress>
</rpCntInfo>
<role>
<RoleCd value="009">
</RoleCd>
</role>
</stepProc>
</prcStep>
<prcStep>
<stepDesc>Data post-processing: Initial multibeam processing was performed with Hypack Hydrographic Software. 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 2017.</stepDesc>
<stepDateTm>2017</stepDateTm>
<stepProc>
<rpIndName>Shawn Mayr</rpIndName>
<rpOrgName>Department of Water Resources, Division of Regional Assistance, North Central Region Office, Hydrography and Technical Support</rpOrgName>
<rpPosName>Senior Water Resources Engineer</rpPosName>
<rpCntInfo>
<cntPhone>
<voiceNum>916-820-8198</voiceNum>
</cntPhone>
<cntAddress addressType="physical">
<delPoint>3500 Industrial Blvd</delPoint>
<city>West Sacramento</city>
<adminArea>CA</adminArea>
<postCode>95691</postCode>
<country>US</country>
<eMailAdd>Shawn.Mayr@water.ca.gov</eMailAdd>
</cntAddress>
</rpCntInfo>
<role>
<RoleCd value="009">
</RoleCd>
</role>
</stepProc>
</prcStep>
<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>
<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>
</dataLineage>
</dqInfo>
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<Georect>
<numDims>2</numDims>
<axisDimension type="001">
<dimSize>26337</dimSize>
<dimResol>
<value Sync="TRUE" uom="ftUS">1.000000</value>
</dimResol>
</axisDimension>
<axisDimension type="002">
<dimSize>33518</dimSize>
<dimResol>
<value Sync="TRUE" uom="ftUS">1.000000</value>
</dimResol>
</axisDimension>
<cellGeo>
<CellGeoCd Sync="TRUE" value="002">
</CellGeoCd>
</cellGeo>
<tranParaAv Sync="TRUE">1</tranParaAv>
<chkPtAv Sync="TRUE">0</chkPtAv>
<cornerPts>
<pos Sync="TRUE">6276035.947888 2122656.202024</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">6276035.947888 2148993.202024</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">6309553.947888 2148993.202024</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">6309553.947888 2122656.202024</pos>
</cornerPts>
<centerPt>
<pos Sync="TRUE">6292794.947888 2135824.702024</pos>
</centerPt>
<ptInPixel>
<PixOrientCd Sync="TRUE" value="001">
</PixOrientCd>
</ptInPixel>
</Georect>
</spatRepInfo>
<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>
<mdLang>
<languageCode Sync="TRUE" value="eng">
</languageCode>
<countryCode Sync="TRUE" value="USA">
</countryCode>
</mdLang>
<distInfo>
<distFormat>
<formatName Sync="TRUE">Raster Dataset</formatName>
</distFormat>
</distInfo>
<mdHrLvName Sync="TRUE">dataset</mdHrLvName>
<refSysInfo>
<RefSystem>
<refSysID>
<identCode Sync="TRUE" code="0">
</identCode>
</refSysID>
</RefSystem>
</refSysInfo>
<contInfo>
<ImgDesc>
<contentTyp>
<ContentTypCd Sync="TRUE" value="001">
</ContentTypCd>
</contentTyp>
<covDim>
<Band>
<dimDescrp Sync="TRUE">Band_1</dimDescrp>
<maxVal Sync="TRUE">7.410000</maxVal>
<minVal Sync="TRUE">-20.850000</minVal>
<bitsPerVal Sync="TRUE">32</bitsPerVal>
<valUnit>
<UOM type="length">
</UOM>
</valUnit>
</Band>
</covDim>
</ImgDesc>
</contInfo>
</metadata>
