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Last modified
7/28/2009 2:37:39 PM
Creation date
4/16/2008 11:05:22 AM
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Weather Modification
Title
WMO Training Workshop on Weather Modification for Meteorologists - Lecture Notes
Date
12/1/1979
Weather Modification - Doc Type
Report
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<br />- 69 - <br /> <br />Until the advent of a digitized radar in Florida there was <br />really no hope of solving the large-area sampling problem because we found <br />it impossible to instrument an area of this size with raingages in suf- <br />ficient density to constitute a standard. With the radar, Woodley et al <br />(1975) found the problem quite tractable. There is not space to describe <br />the procedure but the results are shown in Fi~re 4. The solid lines are <br />the FD representation for the 220 mi2 (594 km ) area and the dashed lines <br />are the FD curves as a function of raingage density for the FACE target <br />of 4800 mi 2 (1.3 x 10" km2). Nott~ that for roughly the same accuracy <br />there is approximately a factor of seven reduction in the sampling re- <br />quirements for the larger area relative to the smaller. This result is <br />remarkably similar to that estimated independently from Huff's equation <br />(2). The consistency of th,e two results is encouraging. <br /> <br />We are now in a position to estimate the magnitude of the rain- <br />gaging problem for warm season convective storms. To a first approxima- <br />tion these estimates should be valid for warm season convection over most <br />areas of the world, particularly those areas affected by tropical air <br />masses. Although cold season rainfall has not been discussed extensively, <br />the results of Table 1 suggest that the gaging requirements are relaxed <br />considerablyuup to a factor of three in the Illinois environmentupro- <br />vided the cold season precipitation has predominately a stratiform char- <br />acter. <br /> <br />For the estimation of gaging requirements, assume that we must <br />satisfy a requirement that the rainfall measurements be within a factor <br />of 1.40 of the "true" rainfall in 90 percent of the instances. This <br />should be satisfactory in weather modification experimentation. Combin- <br />ing the studies in Florida and Illinois, the inferences of Table 3 are <br />obtained. These estimates do not take storm mean rainfall into account <br />explicitly. <br /> <br />Table 3: Estimation of Raingaginl: Requirements for Convective Storms <br /> <br />(Measurements Within a Factor <br />of 1.40 of the "True" Rainfall 90\ of the Time) <br /> <br /> Required Raingage Density (mi2/gage)* <br /> warm season cold season <br /> I hr duration 24 hr duration I hr duration 24 hr duration <br />M <br />E 50 2 5 8 <br />It. 10 <br />5 <br />U 200 5 10 15 <br />R 30 <br />E <br />M 400 7 15 21 <br />E 45 <br />N <br />T 550 9 17 27 <br /> 51 <br />It. <br />R 4800 27 55 81 <br />E 165 <br />It. <br /> *Mu1tip1y values by 2.70 to get vlllues in km2 / gage <br />
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