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Last modified
7/28/2009 2:33:46 PM
Creation date
3/20/2008 1:07:52 PM
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Weather Modification
Title
Observations and Numerical Simulations of Precipitation Mechanisms in Natural and Seeded Convective Clouds
Prepared By
Lroen D. Nelson
Date
3/1/1979
State
IL
Weather Modification - Doc Type
Report
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<br />10 <br /> <br />where K(x' ,x) dx = the number of drops of mass x to x-fdx found by <br /> <br />breakup of one drop of mass x' <br /> <br />P(x) =the probability of breakup of a drop of mass x <br /> <br />in unit time. <br /> <br />Drop Freezing <br /> <br />Drops of liquid water at supercooled temperatures are allowed tel freeze <br /> <br />stochastically to ice spheres according to the formulation of Bigg (1953). <br /> <br />P = 1.0 - EXP [-5.2 E-10(V/ALFA)[EXP(A TS) - 1.0l} <br /> <br />(eq. 8) <br /> <br />where <br /> <br />P = cumulative freezing probability of a drop <br /> <br />v = drop volume in cc <br /> <br />ALFA= cooling rate in degree/second <br /> <br />A= 1.0 <br /> <br />TS = degrees supercooling ('C) <br /> <br />Ice Nucleation <br /> <br />Ice crystals are nucleated from the vapor according to the relationship <br /> <br />given by Fletcher (1966). <br /> <br />n(TS) = NZERO*EXP(BETA-TS) <br /> <br />(eq. 9) <br /> <br />where <br /> <br />TS = degrees supercool ing <br /> <br />n(TS) = cumulative number of nuclei active at supercoolings <br />less than TS <br /> <br />NZERO = typically about 1.0E-S/liter <br />BETA = typically about 0.67 <br />
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