CALCULATIONS USING HYPSOMETRIC EQUATION

TERMINOLOGY AND DEFINITIONS

SAMPLES USAGES OF "HypsoEq" CALCULATORS

(1) Adjustment of pressure to a different height (2) Calculation of the thickness of a layer of atmosphere (3) Height calculation in sounding
    The height calculation in soundings in just the repeating process of thickness calculations for each layer of the atmosphere in the sounding.
(4) Reduction of sea level pressure
    Input
    P2 = station pressure
    T (K) = hypothetical temperature bewteen the station and the sea level 
    Typical choice is the 12-hour averge ambient temperature with standard lapse rate
    Z2-Z1 (m) = station elevation
    Z1 = 0 is the mean sea level
    positive above sea level and negative below sea level
    Output
    P1  =
    mean sea level pressure

    Note that the actual reported sea level pressure at each station would also take into account its unique local synoptic and climatological variation by using different representative lapse rate and other correction factor.  In U.S., tables are tabulated for each station in the calculation of sea level pressure.  In ASOS, the system calculates sea level pressure by using 12-hour average ambient temperature to access the proper pressure reduction ratio value, then calculates sea level pressure using
        SLP = Ps x R + C
        where
            Ps = station pressure
            R = pressure reduction ratio (depends on temperature and is unique to the elevation of that particular station)
            C = pressure reduction constant (most of the stations are set to 0, R is set to 1 if C is non-zero)
    Detailed description can be found at  http://www.nwstc.noaa.gov/METEOR/d.ASM/SysMgr.HTML  and a brief survey and bibliography can be found at R. J. List (ed.), Smithsonian Meteorological Tables, 6th rev. ed., Washington, D. C., Smithsonian institution, pp. 203-5, 1951.


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