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<br />TABLE 1. --Estimate of scale changes during seeded periods with r~spect to <br />non-seeded periods as computed by three statistical methods. Scale changes <br />are shown as a function of the 500 mb temperature. <br /> <br />{' ~ 1- <br /> <br /> With Controls Without Controls <br /> Total Sample Scale Scale <br />Stra tifica tion Sample' Size Change Change <br />(0 C) Size Utilized Method (%) P- Value (%) P- Value <br />Climax I <br />-35 thru -26 S 32 S 32 NPl -18 .109 -31 .0091 <br /> NS 34 NS 34 NP2 -8 .316 -22 .0329 <br /> (S28, NS34) PAR -23 .068 <br />- 2 5 thru - 2 1 S 53 S 53 NPl -1 .472 -1 .492 <br /> NS 56 NS 56 NP2 -13 .309 -5 .390 <br /> (S43, NS43) PAR -7 .345 <br />-20 thru -11 S 35 S 35 NPl +142 .041 +100 .076 <br /> NS 41 NS 41 NP2 +89 . 171 >+200 .024 <br /> (S19, NS25) PAR +102 .0023 <br /> <br />S 18 S 18 NPl -28 .261 -46 .0039 <br />NS 17 NS 17 NP2 -50 .152 -25 .0329 <br /> (S15, NSl 7) PAR -38 .059 <br />S 23 S 23 NPl -1 ,.492 +6 .390 <br />NS 32 NS 32 NP2 -30 .341 ~1 .496 <br /> (S20, NS26) PAR -5 .421 <br />S 20 S 20 NPl >+200 .0301 >+200 .071 <br />NS 17 NS 17 NP2 +176 .149 >+200 .042 <br /> (S14, NSI0) PAR +146 .0102 <br /> <br />Climax II <br /> <br />-35 thru -26 <br /> <br />-25 thru -21 <br /> <br />-20 thru -11 <br /> <br />Wolf Creek Summit <br />-35 thru -24 S 43 S 42 NPl -15 .218 -15 .264 <br /> NS 61 NS 61 NP2 -25 .071 -22 .164 <br /> (S3l, NS48) PAR -9 .302 <br /> S 57 S 47 NPl +49 .053 +22 .233 <br />-23 thru -20 <br /> NS 68 NS 66 NP2 +62 .044 +23 .192 <br /> (S32, NS45) PAR +43 .0384 <br /> S 64 S 58 NPl +95 .068 >+200 .0037 <br />-1 9 thru - 11 <br /> NS 69 NS 54 NP2 +200 .0207 >+200 .0125 <br /> (S3l,N328) PAR +81 .0113 <br /> <br />sample. Both the mois t and intermediate categories <br />of the Wolf Creek I sample show snowfall increases <br />when seeded that are significant at about the 5% <br />level. <br /> <br />It appears that the vertical gradient <br />of potential condensate computed for the 700-500 mb <br />layer s tra tifies the seeding effects somewhat better. <br />Snowfall decreases, when seeding cases in the driest <br />cateQ"ory, are significant at the 1% <br />for the Climax I sample and at the 5% level for the <br />C 1 i m a x II sam p 1 e. All th r e e samples <br />indicate snowfall increases when seeding the more <br />moist events. The two-sample sum of squared <br />ranks test is significant at the 1 % level for the Wolf <br />Creek sample. <br /> <br />These results are consistent with the <br />model presented. As the rate of cloud water supplied <br /> <br />increases, the concentration of ice crystals needed to <br />convert the cloud water to ice at the new rate also <br />increases if other variables remain constant. The <br />results in Table II and Table III indicate that cloud <br />water is frequently supplied at a rate in the Climax <br />and Wolf Creek Pass areas, that is in excess of the <br />natural capacity of the cloud system to convert to ice <br />form. The effect of seeding under these conditions <br />s'hould be to increase the rate at which the cloud <br />water may be extracted resulting in more snowfall on <br />the mountain barrier. <br /> <br />The equivalent potential temperature <br />evaluated near or just below cloud base identifies the <br />pseudoadiabatic process curve of rising. cloud parcels. <br />It combines the moisture and temperature character- <br />istics of the air mass approaching the mountain barrier <br />into a single parameter. Table IV shows the distribu- <br />tion of seeding effects as a functi01 of the 700 mb <br />equivalent potential temperature. <br /> <br />16 <br />