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</Data>
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<mdContact>
<rpOrgName>Department of Water Resources, Division of Integrated Regional Water Management, North Central Region Office, Bathymetry Data Collection Section</rpOrgName>
<rpPosName>Environmental Scientist</rpPosName>
<rpCntInfo>
<cntPhone>
<voiceNum tddtty="">916-376-9641</voiceNum>
</cntPhone>
<cntAddress addressType="physical">
<delPoint>3500 Industrial Blvd</delPoint>
<city>West Sacramento</city>
<adminArea>CA</adminArea>
<postCode>95691</postCode>
<country>US</country>
</cntAddress>
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<mdStanName>ArcGIS Metadata</mdStanName>
<mdStanVer>1.0</mdStanVer>
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<distributor>
<distorCont>
<rpIndName>Shawn Mayr</rpIndName>
<rpOrgName>Department of Water Resources, Division of Integrated Regional Water Management, North Central Region Office, Hydrography and Technical Support</rpOrgName>
<rpPosName>Senior Engineer</rpPosName>
<rpCntInfo>
<cntPhone>
<voiceNum>916-376-9664</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>
<cntHours>8AM-5PM Mon-Fri</cntHours>
<cntInstr>Call or email</cntInstr>
</rpCntInfo>
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<RoleCd value="005">
</RoleCd>
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<distorOrdPrc>
<resFees>To be determined.</resFees>
<ordInstr>Call or email data request.</ordInstr>
</distorOrdPrc>
<distorFormat>
<formatName>Raster</formatName>
<formatVer>ArcGIS 10.3</formatVer>
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<distFormat>
<formatName Sync="TRUE">Raster Dataset</formatName>
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<date>
<pubDate>2018-02-15</pubDate>
</date>
<resEd>Original</resEd>
<citRespParty>
<rpOrgName>Department of Water Resources, Division of Integrated Regional Water Management, North Central Region Office, Hydrography and Technical Support, Shawn Mayr, Senior Engineer</rpOrgName>
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<RoleCd value="006">
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<fgdcGeoform>Raster Digital Data</fgdcGeoform>
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<seriesName>CA-DWR NCRO Delta Bathymetry</seriesName>
<issId>Montezuma Slough February 2018</issId>
</datasetSeries>
<resTitle Sync="TRUE">Bath_20180205.tif</resTitle>
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<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;The California Department of Water Resources (CA-DWR), North Central Region Office (NCRO), Bathymetry Data Collection Section, conducted a bathymetric survey of Montezuma Slough from Nurse Slough to Chain Island for the Bay Delta Office (BDO). The main purpose of the data is to replace outdated and inaccurate data, help with the evaluation of a large number of wetland restoration proposals nearby, and inform the re-operation of the Montezuma Slough Salinity Control Structure for the Delta Smelt Resiliency Strategy being implemented in 2018. The survey took place between January 30th and February 5th, 2018 using multibeam echo sounder technology. The data were positionally corrected using Inertially Aided Post-Processed Kinematic (IAPPK) procedures. The data conforms with the NAD83 (California State Plane Zone II coordinate system) and NAVD88 datums. The final density level of the multibeam data points is a 1 foot grid.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</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 Integrated Regional Water Management, North Central Region Office, Hydrography and Technical Support Section.</idCredit>
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<ProgCd value="001">
</ProgCd>
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<rpIndName>Shawn Mayr</rpIndName>
<rpOrgName>Department of Water Resources, Division of Integrated Regional Water Management, North Central Region Office, Hydrography and Technical Support</rpOrgName>
<rpPosName>Senior Engineer</rpPosName>
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<voiceNum>916-376-9664</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>
<cntHours>8AM-5PM Weekdays</cntHours>
<cntInstr>Call or Email</cntInstr>
</rpCntInfo>
<role>
<RoleCd value="007">
</RoleCd>
</role>
</idPoC>
<idPoC>
<rpIndName>Scott Flory</rpIndName>
<rpOrgName>Department of Water Resources, Division of Integrated Regional Water Management, North Central Region Office, Bathymetry Data Collection Section</rpOrgName>
<rpPosName>Senior Environmental Scientist</rpPosName>
<rpCntInfo>
<cntPhone>
<voiceNum>916-376-9603</voiceNum>
<faxNum>916-376-9676</faxNum>
</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>
<cntHours>8AM-5PM Weekdays</cntHours>
</rpCntInfo>
<role>
<RoleCd value="007">
</RoleCd>
</role>
</idPoC>
<resMaint>
<maintFreq>
<MaintFreqCd value="009">
</MaintFreqCd>
</maintFreq>
</resMaint>
<placeKeys>
<keyword>Sacramento - San Joaquin Delta, CA, Montezuma Slough, Nurse Slough, Chain Island, Sacramento-San Joaquin River, Van Sickle Island</keyword>
</placeKeys>
<tempKeys>
<keyword>January 30, January 31, February 1, February 5, 2018</keyword>
</tempKeys>
<themeKeys>
<thesaName>
<resTitle>ISO 19115 Topic Categories</resTitle>
</thesaName>
<keyword>Elevation</keyword>
</themeKeys>
<themeKeys>
<keyword>Sonar</keyword>
<keyword>Multibeam</keyword>
<keyword>Bathymetry</keyword>
</themeKeys>
<searchKeys>
<keyword>Sacramento - San Joaquin Delta</keyword>
<keyword>CA</keyword>
<keyword>Montezuma Slough</keyword>
<keyword>Nurse Slough</keyword>
<keyword>Chain Island</keyword>
<keyword>Sacramento-San Joaquin River</keyword>
<keyword>Van Sickle Island</keyword>
<keyword>January 30</keyword>
<keyword>January 31</keyword>
<keyword>February 1</keyword>
<keyword>February 5</keyword>
<keyword>2018</keyword>
<keyword>Sonar</keyword>
<keyword>Elevation</keyword>
<keyword>Multibeam</keyword>
<keyword>Bathymetry</keyword>
</searchKeys>
<resConst>
<LegConsts>
<useLimit>The Department of Water Resources makes no warranties or guarantees, either expressed or implied, as to the completeness, accuracy or correctness of the data, nor accepts or assumes any liability arising from or for any incorrect, incomplete or misleading subject data. The official CA-DWR GIS Data Steward for this dataset is Scott Flory, who may be contacted at 916-376-9603, or at Scott.Flory@water.ca.gov. Comments, problems, improvements, updates, or suggestions should be forwarded to the official GIS Data Steward.</useLimit>
</LegConsts>
</resConst>
<resConst>
<Consts>
<useLimit>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;Not for use as a navigation aid.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</useLimit>
</Consts>
</resConst>
<dataLang>
<languageCode value="eng">
</languageCode>
<countryCode Sync="TRUE" value="USA">
</countryCode>
</dataLang>
<dataExt>
<exDesc>Montezuma Slough from Nurse Slough to Chain Island.</exDesc>
<tempEle>
<TempExtent>
<exTemp>
<TM_Period>
<tmBegin date="Please See Description/Abstract">
</tmBegin>
<tmEnd date="Please See Description/Abstract">
</tmEnd>
</TM_Period>
</exTemp>
</TempExtent>
</tempEle>
</dataExt>
<suppInfo>Equipment and Methodology NCRO's multibeam bathymetry and positioning systems are composed of the following items:
Multibeam Sonar Bathymetry System:
• Reson T20 DH Multibeam Echo Sounder, • Applanix POS MV OceanMaster - Inertial Measurement Unit (IMU), • Valeport Mini SVP Sound Velocity Profiler,
• Valeport Mini SVS Sound Velocimeter, and
• Oquawka 2072 Vessel PPK Positioning System:
• NGS CORS Stations
• Applanix POS MV Software, and Field calibration tests(including multibeam patch tests, sound velocity readings, and GPS observations) were regularly performed in order to ensure data quality and positional accuracy. Multibeam data were collected aboard a Oquawka 2072 Vessel and recorded using Hypack Hydrographic Survey software (Hypack). Data were processed using either Caris or Hypack, exported as XYZ text files, and imported as a raster in a geodatabase using ArcGIS software. For more detailed information please see the Data Quality Section.</suppInfo>
<dataChar>
<CharSetCd value="004">
</CharSetCd>
</dataChar>
<envirDesc Sync="TRUE"> Version 6.2 (Build 9200) ; Esri ArcGIS 10.5.1.7333</envirDesc>
<spatRpType>
<SpatRepTypCd Sync="TRUE" value="002">
</SpatRepTypCd>
</spatRpType>
<dataExt>
<geoEle>
<GeoBndBox esriExtentType="search">
<exTypeCode Sync="TRUE">1</exTypeCode>
<westBL Sync="TRUE">-121.949766</westBL>
<eastBL Sync="TRUE">-121.855995</eastBL>
<northBL Sync="TRUE">38.171632</northBL>
<southBL Sync="TRUE">38.066514</southBL>
</GeoBndBox>
</geoEle>
</dataExt>
<tpCat>
<TopicCatCd value="006">
</TopicCatCd>
</tpCat>
</dataIdInfo>
<dqInfo>
<dqScope>
<scpLvl>
<ScopeCd value="005">
</ScopeCd>
</scpLvl>
</dqScope>
<report type="DQConcConsis">
<measDesc>These data are collected using advanced multibeam sonar technologies. They are believed to be logically consistent.</measDesc>
</report>
<report type="DQQuanAttAcc">
<measDesc>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 using Hypack Software. These patterns may signify dense submerged vegetation and are typically filtered.</measDesc>
<evalMethDesc>GPS post processing was completed using Continuously Operating Reference Stations (CORS) and the National Geodetic Survey website at http://www.ngs.noaa.gov/CORS/.</evalMethDesc>
</report>
<report dimension="horizontal" type="DQAbsExtPosAcc">
<measDesc>Error introduced from the motion of the vessel was corrected using the Applanix POS MV Oceanmaster System. The documented error for the POS MV System is:
• Horizontal Position +/- (8 mm + 1 ppm x baseline length)
• Roll and Pitch 0.008°
• Heading .01 with 4m baseline/.02 with 2m baseline</measDesc>
<evalMethDesc>GPS post processing was completed using Continuously Operating Reference Stations (CORS) and the National Geodetic Survey website at http://www.ngs.noaa.gov/CORS/.</evalMethDesc>
</report>
<report dimension="vertical" type="DQAbsExtPosAcc">
<measDesc>Error introduced from the motion of the vessel was corrected using the Applanix POS MV Wavemaster System. The documented error for the POS MV System is:
• Vertical Position +/- (15 mm + 1 ppm x baseline length)
• Roll and Pitch 0.008°
• Heading .01 with 4m baseline/.02 with 2m baseline</measDesc>
<evalMethDesc>GPS post processing was completed using Continuously Operating Reference Stations (CORS) and the National Geodetic Survey website at http://www.ngs.noaa.gov/CORS/.</evalMethDesc>
</report>
<dataLineage>
<prcStep>
<stepDesc>Raw multibeam data requires processing to become usable. Because of the significant computing resources needed for processing, the field crew breaks down the river stretch to be surveyed into manageable sections of approximately 1 hour of logged measuring time. Each section overlaps slightly to prevent missing data. After the survey, initial multibeam processing is performed with either Caris or Hysweep Editor within Hypack’s Hydrographic Survey software suite. One section of river is loaded at a time into the HYSWEEP Editor where calibration parameters are checked for accuracy and correctness. Erroneous data is then filtered out by the hydrographer. After all the sections collected during a day are reviewed and processed within Hysweep, they are combined together to create a single 1x1 or 3x3 foot grid for that day and exported to a daily XYZ text file. The daily text files are then brought into ESRI ArcGIS and further combined to create a final raster grid of the entire project area and reviewed for consistency. Metadata are established and the data are stored. The multibeam processing was completed in February 2018.</stepDesc>
<stepProc>
<rpIndName>Scott Flory</rpIndName>
<rpOrgName>Department of Water Resources, Division of Integrated Regional Water Management, North Central Region Office, Bathymetry Data Collection Section</rpOrgName>
<rpPosName>Senior Environmental Scientist</rpPosName>
<rpCntInfo>
<cntPhone>
<voiceNum>916-376-9603</voiceNum>
<faxNum>916-376-9676</faxNum>
</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>
<cntHours>8AM-5PM Weekdays</cntHours>
</rpCntInfo>
<role>
<RoleCd value="009">
</RoleCd>
</role>
</stepProc>
</prcStep>
<dataSource>
<srcDesc>This is an original dataset produced by CA-DWR, Division of Integrated Regional Water Management (DIRWM), NCRO, Bathymetry Data Collection Section. Hypack and Caris are the data collecting and processing software packages used by CA-DWR NCRO.</srcDesc>
</dataSource>
</dataLineage>
</dqInfo>
<spatRepInfo>
<Georect>
<numDims Sync="TRUE">2</numDims>
<axisDimension type="001">
<dimSize Sync="TRUE">38254</dimSize>
<dimResol>
<value Sync="TRUE" uom="ftUS">1.000000</value>
</dimResol>
</axisDimension>
<axisDimension type="002">
<dimSize Sync="TRUE">26938</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">6576130.347694 1786075.271465</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">6576130.347694 1824329.271465</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">6603068.347694 1824329.271465</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">6603068.347694 1786075.271465</pos>
</cornerPts>
<centerPt>
<pos Sync="TRUE">6589599.347694 1805202.271465</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 NAVD88 datum. </eaover>
</overview>
</eainfo>
<mdHrLvName Sync="TRUE">dataset</mdHrLvName>
<refSysInfo>
<RefSystem>
<refSysID>
<identCode Sync="TRUE" code="2226">
</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">4.386145</maxVal>
<minVal Sync="TRUE">-44.885529</minVal>
<bitsPerVal Sync="TRUE">32</bitsPerVal>
<valUnit>
<UOM type="length">
</UOM>
</valUnit>
</Band>
</covDim>
</ImgDesc>
</contInfo>
<mdDateSt Sync="TRUE">20181106</mdDateSt>
</metadata>
