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<br />ice crystals in dry ice seeded clouds and concluded that an effectiveness <br />of 108 to 109 crystals per gram was consistent with their observational <br />data. Other investigators have reported values, based on laboratory stu- <br />dies, in the range of 1010 to 1011 crystals per gram (Weickmann, 1957; <br />Eadie and Mee, 1963; Fukuta et al., 1971). Hol royd et al. (1978) con- <br />ducted dry ice seeding experiments in supercooled convective clouds and <br />obtained empirical nucleation effectiveness values of 2 to 5 x 1011 <br />crystals per gram. Hobbs et al. (1978) deduced values of 2 x 1010 to 1011 <br />crystals per gram from field measurements. Horn et al. (1982) determined <br />from theoretical and laboratory research that the effectiveness of dry ice <br />is at least 1013 crystals per gram and could approach values in excess of <br />1014 crystals per gram. Most recently, Morrison et ale (1984) reported <br />that laboratory and model studies indicated that dry ice effectiveness was <br />moderately temperature dependent, ranging from about 1011 crystals per <br />gram at -2 oC to almost 1013 crystals per gram at -20 oC. Thus estimates <br />of dry ice effectiveness have almost come full circle since its inception <br />as a seeding agent, spanning a range from 108 to 1016 crystals per gram in <br />the process. <br /> <br />The third question, related to the first two, concerns the appropriate <br />seeding rate or dosage. A wide range of seeding rates have been used with <br />no indication that a specific seeding rate is most effective in initiating <br />precipitation. Squires and Smith (1949) and Bowen (1952), among others, <br />claimed successful precipitation inducement using about one hundred <br />kilograms of dry ice in a single turret. However, claims of success were <br />also reported for experiments using a seeding rate of about one kilogram <br /> <br />16 <br />