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    <logical_identifier>urn:nasa:pds:mess_rs_derived:data:jgmess_160a_sha</logical_identifier>
    <version_id>1.0</version_id>
    <title>MESSENGER Spherical Harmonic Gravity Model product: jgmess_160a_sha</title>
    <information_model_version>1.11.0.0</information_model_version>
    <product_class>Product_Observational</product_class>
    <Modification_History>
      <Modification_Detail>
        <modification_date>2019-07-30</modification_date>
        <version_id>1.0</version_id>
        <description>First release of this product</description>
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  <Observation_Area>
    <Time_Coordinates>
      <start_date_time>2011-03-18T06:00:00.000Z</start_date_time>
      <stop_date_time>2015-04-30T00:02:00.000Z</stop_date_time>
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      <name>MESSENGER</name>
      <type>Mission</type>
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        <reference_type>data_to_investigation</reference_type>
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    <Observing_System>
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        <name>MESSENGER</name>
        <type>Spacecraft</type>
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          <reference_type>is_instrument</reference_type>
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    <Target_Identification>
      <name>Mercury</name>
      <type>Planet</type>
      <Internal_Reference>
        <lid_reference>urn:nasa:pds:context:target:planet.mercury</lid_reference>
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  <Reference_List>
    <External_Reference>
      <doi>10.1016/j.icarus.2019.07.020</doi>
      <reference_text>
        Konopliv, A.S., R.S. Park, and A.I. Ermakov, The Mercury gravity field,
        orientation, Love number, and ephemeris from the MESSENGER radiometric
        tracking data, Icarus, doi:10.1016/j.icarus.2019.07.020, 2019.
      </reference_text>
    </External_Reference>
  </Reference_List>
  <File_Area_Observational>
    <File>
      <file_name>jgmess_160a_sha.tab</file_name>
      <creation_date_time>2019-07-30</creation_date_time>
      <comment>
        This file contains coefficients and related data for the JPL Mercury gravity
        field MESS160A, a 160th degree and order spherical harmonic model. It is the
        first archived JPL gravity field that includes MESSENGER tracking data.

        Some details describing this model are:
        The spherical harmonic coefficients are fully normalized.
        The reference radius = 2440.0 km
        The Mercury-fixed reference frame is given by the IAU right ascension (RA)
        and declination (DEC) coordinate system with the following values
        for the angles and rate. Parameters estimated together with the
        gravity field are noted as well as those held fixed.
        RA =  281.0138 +/- 0.0025 deg (estimated)
        dRA/dt =  -0.0328 deg/cty (fixed)
        DEC =  61.4161 +/- 0.0017 deg (estimated)
        dDEC/dt =  -0.0049 deg/cty (fixed)
        W0 =  329.75 deg (fixed)
        dW/dt =  6.138514 +/- 0.000006 deg/day (estimated)
        A kaula power law constraint is applied to the spherical harmonics
        coefficients for all harmonic degrees as 5x10^-5 /n^2.
        The k2 Love number to use with this MESS160A solution is 0.53. The
        second degree harmonic coefficients do not include the permanent
        tide due to the Love number.
        This reference for this gravity field is Konopliv et al., The Mercury 
        gravity field, orientation, Love number, and ephemeris from the
        MESSENGER radiometric tracking data, Icarus 335, 253-260, 2020,
        https://doi.org/10.1016/j.icarus.2019.07.020.
        
        This file is a pair of ASCII tables: a header table and a table of
        14640 coefficients plus a value for GM.  Definitions of the tables
        follow.
      </comment>
    </File>
    <Table_Character>
      <name>SHADR Header Table</name>
      <offset unit="byte">0</offset>
      <records>1</records>
      <description>
        The SHADR header includes
        descriptive information about the spherical harmonic 
        coefficients which follow in SHADR_COEFFICIENTS_TABLE.  
        The header consists of a single record of eight (delimited) 
        data columns requiring 137 bytes, a pad of 105 unspecified 
        ASCII characters, an ASCII carriage-return, and an ASCII 
        line-feed.
      </description>
      <record_delimiter>Carriage-Return Line-Feed</record_delimiter>
      <Record_Character>
        <fields>8</fields>
        <groups>0</groups>
        <record_length unit="byte">244</record_length>
        <Field_Character>
          <name>reference radius</name>
          <field_number>1</field_number>
          <field_location unit="byte">1</field_location>
          <data_type>ASCII_Real</data_type>
          <field_length unit="byte">23</field_length>
          <unit>km</unit>
          <description>
            The assumed reference radius of the spherical planet.
          </description>
        </Field_Character>
        <Field_Character>
          <name>constant</name>
          <field_number>2</field_number>
          <field_location unit="byte">25</field_location>
          <data_type>ASCII_Real</data_type>
          <field_length unit="byte">23</field_length>
          <description>
            For a gravity field model
            the assumed gravitational constant GM in kilometers cubed
            per seconds squared for the planet.  For a topography
            model, set to 1.
          </description>
        </Field_Character>
        <Field_Character>
          <name>uncertainty in constant</name>
          <field_number>3</field_number>
          <field_location unit="byte">49</field_location>
          <data_type>ASCII_Real</data_type>
          <field_length unit="byte">23</field_length>
          <description>
            For a gravity field model
            the uncertainty in the gravitational constant GM in kilometers
            cubed per seconds squared for the planet.  For a topography
            model, set to 0.
          </description>
        </Field_Character>
        <Field_Character>
          <name>degree of field</name>
          <field_number>4</field_number>
          <field_location unit="byte">73</field_location>
          <data_type>ASCII_Integer</data_type>
          <field_length unit="byte">5</field_length>
          <description>The degree of the model field.</description>
        </Field_Character>
        <Field_Character>
          <name>order of field</name>
          <field_number>5</field_number>
          <field_location unit="byte">79</field_location>
          <data_type>ASCII_Integer</data_type>
          <field_length unit="byte">5</field_length>
          <description>The order of the model field.</description>
        </Field_Character>
        <Field_Character>
          <name>normalization state</name>
          <field_number>6</field_number>
          <field_location unit="byte">85</field_location>
          <data_type>ASCII_Integer</data_type>
          <field_length unit="byte">5</field_length>
          <description>The normalization indicator.
            For gravity field:
            0   coefficients are unnormalized
            1   coefficients are normalized
            2   other.
          </description>
        </Field_Character>
        <Field_Character>
          <name>reference longitude</name>
          <field_number>7</field_number>
          <field_location unit="byte">91</field_location>
          <data_type>ASCII_Real</data_type>
          <field_length unit="byte">23</field_length>
          <unit>degree</unit>
          <description>The reference longitude for the
            spherical harmonic expansion; normally 0.</description>
        </Field_Character>
        <Field_Character>
          <name>reference latitude</name>
          <field_number>8</field_number>
          <field_location unit="byte">115</field_location>
          <data_type>ASCII_Real</data_type>
          <field_length unit="byte">23</field_length>
          <unit>degree</unit>
          <description>The reference latitude for the
            spherical harmonic expansion; normally 0.</description>
        </Field_Character>
      </Record_Character>
    </Table_Character>
    <Table_Character>
      <name>SHADR Coefficients Table</name>
      <offset unit="byte">244</offset>
      <records>13040</records>
      <description>The SHADR coefficients table 
        contains the coefficients for the spherical harmonic model.
        Each row in the table contains the degree index m, the
        order index n, the coefficients Cmn and Smn, and the
        uncertainties in Cmn and Smn.  The (delimited) data 
        require 107 ASCII characters; these are followed by a pad 
        of 13 unspecified ASCII characters, an ASCII carriage-
        return, and an ASCII line-feed.
      </description>
      <record_delimiter>Carriage-Return Line-Feed</record_delimiter>
      <Record_Character>
        <fields>6</fields>
        <groups>0</groups>
        <record_length unit="byte">122</record_length>
        <Field_Character>
          <name>coefficient degree</name>
          <field_number>1</field_number>
          <field_location unit="byte">1</field_location>
          <data_type>ASCII_Integer</data_type>
          <field_length unit="byte">5</field_length>
          <description>The degree index m of the C and S coefficients in this record.</description>
        </Field_Character>
        <Field_Character>
          <name>coefficient order</name>
          <field_number>2</field_number>
          <field_location unit="byte">7</field_location>
          <data_type>ASCII_Integer</data_type>
          <field_length unit="byte">5</field_length>
          <description>The order index n of the C and S coefficients in this record.</description>
        </Field_Character>
        <Field_Character>
          <name>c</name>
          <field_number>3</field_number>
          <field_location unit="byte">13</field_location>
          <data_type>ASCII_Real</data_type>
          <field_length unit="byte">23</field_length>
          <description>The coefficient Cmn for this spherical harmonic model.</description>
        </Field_Character>
        <Field_Character>
          <name>s</name>
          <field_number>4</field_number>
          <field_location unit="byte">37</field_location>
          <data_type>ASCII_Real</data_type>
          <field_length unit="byte">23</field_length>
          <description>The coefficient Smn for this spherical harmonic model.</description>
        </Field_Character>
        <Field_Character>
          <name>c uncertainty</name>
          <field_number>5</field_number>
          <field_location unit="byte">61</field_location>
          <data_type>ASCII_Real</data_type>
          <field_length unit="byte">23</field_length>
          <description>The uncertainty in the coefficient Cmn for this spherical harmonic model.</description>
        </Field_Character>
        <Field_Character>
          <name>s uncertainty</name>
          <field_number>6</field_number>
          <field_location unit="byte">85</field_location>
          <data_type>ASCII_Real</data_type>
          <field_length unit="byte">23</field_length>
          <description>The uncertainty in the coefficient Smn for this spherical harmonic model.</description>
        </Field_Character>
      </Record_Character>
    </Table_Character>
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