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  2. Jul 12, 2018 · The North American Vertical Datum of 1988 (NAVD 88) is the vertical control datum established in 1991 by the minimum-constraint adjustment of the Canadian-Mexican-United States leveling observations. It held fixed the height of the primary tidal bench mark, referenced to the new International Great Lakes Datum of 1985 local mean sea level ...

  3. Conversion between NAVD 88 and the commonly used NGVD 29 varies spatially; however, over most of the study area the following conversion can be used: NGVD 29 = NAVD 88 –3.6 feet. This conversion generally is accurate within about ± 0.5 feet for 95 percent of the study area.

  4. Quebec, Canada, was held fixed as the constraint, enabling NAVD 88 and the International Great Lakes Datum of 1985 to be one and the same. Now, other tide stations may have elevations other than zero. Since the establishment of NAVD 88, the preference has been for new flood hazard studies to be referenced to NAVD 88. 1.3. Other Vertical Datums

  5. Datum Ellipsoidal Datum Orthometric Datum Tidal Datum. Web VDatum is designed to vertically transform geospatial data among a variety of tidal, orthometric and ellipsoidal vertical datums - allowing users to convert their data from different horizontal/vertical references into a common system and enabling the fusion of diverse geospatial data ...

  6. The elevation in NAVD 88 would be: 54.2 + -0.609 = 53.591 or 53.6 ft. Remember, if you add a negative number to the existing elevation, the resulting elevation will be a lower number. In the second example, the conversion factor for Arroyo Seco is 2.99.

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  7. NAVD 88 was established in 1991 by the minimum-constraint adjustment of geodetic leveling observations in Canada, the United States, and Mexico. It held fixed the height of the primary tide gauge benchmark , referenced to the International Great Lakes Datum of 1985 local mean sea level (MSL) height value, at Rimouski , Quebec , Canada .

  8. GEOID96 supports the direct conversion between NAD 83 GPS heights and NAVD 88 orthometric heights. The technique for obtaining the gravimetric geoid model, G96SSS, is to use gravity data to compute high frequency

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