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<br />8 <br /> <br />water mixing ratios are zero, so that a positive wi - Wo in equation <br /> <br />~ <br /> <br />(5) is due to precipitation (P). The condensation computed with data <br /> <br />. <br /> <br />from the windward and leeward radiosondes becomes precipitation (P). <br /> <br />Cloud efficiency is determined by using the results of the water <br /> <br />balance. Efficiency (E) may be defined (Elliot and Hovind, 1964) as <br /> <br />the ratio of the net removal of water to the net condensation. <br /> <br />P <br />E = C <br /> <br />(6) <br /> <br />Further insight into the problem of cloud efficiency is the evaluation <br /> <br />of the distribution of condensate with temperature since the number of <br /> <br />active ice nuclei and available water vary with temperature. At warm <br /> <br />temperatures (approximately -20oC and above) the cloud is expected to <br /> <br />. <br /> <br />decrease in efficiency due to a relative scarcity of active ice nuclei, <br /> <br />The distribution of condensate with temperature is best determined using <br /> <br />~ <br /> <br />the mean temperature of the 8e channels for the mountain crest station. <br /> <br />In summary, then, the method of analysis of the orographic cloud <br /> <br />system is done in three steps: First, the determination of trajectories <br /> <br />of air parcels as they flow over the orographic barrier; second, the <br /> <br />determination of the existance and characteristics of the cloud system; <br /> <br />third, the determination of the atmospheric water balance leading to <br /> <br />the estimate of condensation and precipitation and the efficiency of <br /> <br />the cloud system. <br /> <br />The method described above is for data taken under ideal conditions. <br /> <br />. <br /> <br />The actual locations of radiosondes were less than ideal and were dic- <br /> <br />tated by existing facilities, power and communications. Because of this <br />