<?xml version="1.0" encoding="UTF-8"?>

<Spase xmlns="http://www.spase-group.org/data/schema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://www.spase-group.org/data/schema http://amda.irap.omp.eu/public/schemas/spase-2_3_1.xsd">

  <Version>2.3.1</Version>
  <NumericalData>
    <ResourceID>spase://CNES/NumericalData/CDPP-AMDA/Rosetta/Ephemeris/ros-orb-cruise</ResourceID>
    <ResourceHeader>
      <ResourceName>cruise</ResourceName>
      <ReleaseDate>2017-10-16T15:25:29Z</ReleaseDate>
      <Description> Coordinate systems used for cruise phase:
        * HCI (Heliocentric Inertial Frame) : All vectors are geometric: no aberration corrections are used. The solar rotation axis is the primary vector: the Z axis points in the solar north direction.The solar ascending node on the ecliptic of J2000 forms the X axis.The Y axis is Z cross X, completing the right-handed reference frame.
        * HEE (Heliocentric Earth Ecliptic Frame) : All vectors are geometric: no aberration corrections are used. The position of the Earth relative to the Sun is the primary vector: the X axis points from the Sun to the Earth. The northern surface normal to the mean ecliptic of date is the secondary vector: the Z axis is the component of this vector orthogonal to the X axis. The Y axis is Z cross X, completing the right-handed reference frame.
        * HEEQ (Heliocentric Earth Equatorial Frame) : All vectors are geometric: no aberration corrections are used. The solar rotation axis is the primary vector: the Z axis points in the solar north direction. The position of the Sun relative to the Earth is the secondary vector: the X axis is the component of this position vectororthogonal to the Z axis. The Y axis is Z cross X, completing the right-handed reference frame.
     </Description>
      <Contact>
        <PersonID>spase://CNES/Person/Elena.Budnik</PersonID>
        <Role>TechnicalContact</Role>
      </Contact>
    </ResourceHeader>
    <AccessInformation>

      <RepositoryID>spase://SMWG/Repository/CNES/CDPP-AMDA</RepositoryID>

      <Availability>Online</Availability>
      <AccessRights>Open</AccessRights>
      <AccessURL>
        <URL>http://amda.cdpp.eu</URL>
      </AccessURL>
      <Format>NetCDF</Format>
    </AccessInformation>
    <ProviderName>PSA</ProviderName>

    <InstrumentID>spase://CNES/Instrument/CDPP-AMDA/Rosetta/Ephemeris</InstrumentID>

    <MeasurementType>Ephemeris</MeasurementType>
    <TemporalDescription>
      <TimeSpan>
        <StartDate>2004-03-03T00:00:00Z</StartDate>
        <StopDate>2014-08-04T00:00:00Z</StopDate>
      </TimeSpan>
      <Cadence>PT1H</Cadence>
    </TemporalDescription>
    <Parameter>
      <Name>xyz_hee</Name>
      <ParameterKey>ros_xyz_hee</ParameterKey>
      <Description>AU</Description>
      <Structure>
        <Size>3</Size>
        <Element>
          <Name>x</Name>
          <Index>1</Index>
          <ParameterKey>ros_xyz_hee(0)</ParameterKey>
        </Element>
        <Element>
          <Name>y</Name>
          <Index>2</Index>
          <ParameterKey>ros_xyz_hee(1)</ParameterKey>
        </Element>
        <Element>
          <Name>z</Name>
          <Index>3</Index>
          <ParameterKey>ros_xyz_hee(2)</ParameterKey>
        </Element>
      </Structure>
      <Support>
        <SupportQuantity>Positional</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>xyz_heeq</Name>
      <ParameterKey>ros_xyz_heeq</ParameterKey>
      <Ucd>pos.bodyrc;instr.obsty</Ucd>
      <Units>AU</Units>
      <CoordinateSystem>
        <CoordinateRepresentation>Cartesian</CoordinateRepresentation>
        <CoordinateSystemName>HEEQ</CoordinateSystemName>
      </CoordinateSystem>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
      </RenderingHints>
      <Structure>
        <Size>3</Size>
        <Element>
          <Name>x</Name>
          <Index>1</Index>
          <ParameterKey>ros_xyz_heeq(0)</ParameterKey>
        </Element>
        <Element>
          <Name>y</Name>
          <Index>2</Index>
          <ParameterKey>ros_xyz_heeq(1)</ParameterKey>
        </Element>
        <Element>
          <Name>z</Name>
          <Index>3</Index>
          <ParameterKey>ros_xyz_heeq(2)</ParameterKey>
        </Element>
      </Structure>
      <Support>
        <SupportQuantity>Positional</SupportQuantity>
      </Support>
    </Parameter>
    <Parameter>
      <Name>xyz_hci</Name>
      <ParameterKey>ros_xyz_hci</ParameterKey>
      <Ucd>pos.bodyrc;instr.obsty</Ucd>
      <Units>AU</Units>
      <CoordinateSystem>
        <CoordinateRepresentation>Cartesian</CoordinateRepresentation>
        <CoordinateSystemName>HCI</CoordinateSystemName>
      </CoordinateSystem>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
      </RenderingHints>
      <Structure>
        <Size>3</Size>
        <Element>
          <Name>x</Name>
          <Index>1</Index>
          <ParameterKey>ros_xyz_hci(0)</ParameterKey>
        </Element>
        <Element>
          <Name>y</Name>
          <Index>2</Index>
          <ParameterKey>ros_xyz_hci(1)</ParameterKey>
        </Element>
        <Element>
          <Name>z</Name>
          <Index>3</Index>
          <ParameterKey>ros_xyz_hci(2)</ParameterKey>
        </Element>
      </Structure>
      <Support>
        <SupportQuantity>Positional</SupportQuantity>
      </Support>
    </Parameter> 
    <Parameter>
      <Name>distance ros-sun</Name>
      <ParameterKey>r_sun_ros</ParameterKey>
      <Ucd/>
      <Units>AU</Units>
      <RenderingHints>
        <DisplayType>TimeSeries</DisplayType>
      </RenderingHints>
      <Support>
        <SupportQuantity>Positional</SupportQuantity>
       </Support>    
    </Parameter>
  </NumericalData>
</Spase>