PDS_VERSION_ID = PDS3 /* FILE FORMAT AND LENGTH */ RECORD_TYPE = FIXED_LENGTH RECORD_BYTES = 2502 FILE_RECORDS = 1283 LABEL_RECORDS = 2 /* POINTERS TO START RECORDS OF OBJECTS IN FILE */ ^DTM = 3 /* IMAGE DESCRIPTION */ DATA_SET_ID = "MGS_MOLA_DTM_I2-V1.0" FILE_NAME = AG.DTM SPACECRAFT_NAME = MARS_GLOBAL_SURVEYOR INSTRUMENT_NAME = MARS_ORBITER_LASER_ALTIMER TARGET_NAME = MARS SOFTWARE_NAME = "clean_up(1.0)" SOURCE_PRODUCT_ID = {"MGS-MOLA-PEDR ", "IAU/IAG-2001 PcK "} PRODUCT_CREATION_TIME = 2002-06-04T10:05:24 PRODUCER_FULL_NAME = "THOMAS.C.DUXBURY" PRODUCER_INSTITUTION_NAME = "JET PROPULSION LABORATORY" DESCRIPTION = "DTM is from interpolated MOLA radii wrt reference radius of 3385000 m converted to UNIX INTEGER*2 (16 bits/word) to populate a simple sinusoidal map projection in areocentric coordinates /* DESCRIPTION OF OBJECTS CONTAINED IN FILE */ OBJECT = DTM ENCODING_TYPE = "N/A" LINES = 1281 LINE_SAMPLES = 1251 SAMPLE_TYPE = SIGNED_INTEGER*2 SAMPLE_BITS = 16 SAMPLE_BIT_MASK = "UNKNOWN" LINE_PREFIX_BYTES = 0 CHECKSUM = "N/A" END_OBJECT = DTM OBJECT = IMAGE_MAP_PROJECTION_CATALOG ^DATA_SET_MAP_PROJECTION_CATALOG = "MOLA_DTM.LBL" MAP_PROJECTION_TYPE = SINUSOIDAL MAP_RESOLUTION = 256 MAP_SCALE = 231 COORDINATE_SYSTEM_NAME = AREOCENTRIC POSITIVE_LONGITUDE_DIRECTION = EAST CENTRAL_MERIDIAN = 0.000682 MINIMUM_LATITUDE = -17.500000 MAXIMUM_LATITUDE = -12.500000 WESTERNMOST_LONGITUDE = -2.500000 EASTERNMOST_LONGITUDE = 2.501365 REFERENCE_RADIUS = 3385000 SITE_MEAN_RADIUS = 3394.1802 CENTRAL_PIXEL_LINE = 641 CENTRAL_PIXEL_SAMPLE = 626 CENTRAL_PIXEL_LATITUDE = -15.000000 CENTRAL_PIXEL_LONGITUDE = 0.000682 X_AXIS_LAST_PIXEL = 1281 Y_AXIS_LAST_PIXEL = 1251 MAP_PROJECTION_ROTATION = "N/A" NOTE: ="For the simple sinusoidal map projection, translating between image sample S and line L coordinates and areocentric latitude LAT / longitude LNG coordinates is achieved by: S = (LNG-CENTRAL_MERIDIAN)*MAP_RESOLUTION*COS(LAT) + LINE_SAMPLES/2 + 1 L = (MAXIMUM_LATITUDE-LAT)*MAP_RESOLUTION + 1 or LAT = MAXIMUM_LATITUDE-(L-1)/MAP_RESOLUTION LNG = (S-LINE_SAMPLES/2-1)/(MAP_RESOLUTION*COS(LAT)) + CENTRAL_MERIDIAN with S,L,LAT,LNG being contrained within the min/max limits. 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