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<br />62 <br /> <br />JOURNAL OF APPLIED METEOROLOGY <br /> <br />VOLUME 17 <br /> <br />and complete sublimation of the dry ice takes place <br />within the volume. <br />The number of turrets treatable with an aircraft <br />payload of dry ice is shown in Fig. 7 for various com- <br />binations of effectiveness and desired ice crystal <br />concentrations. For example, if dry ice has an effective- <br />ness of 1011 crystals per gram and an average ice crystal <br />concentration of 100 .e-1 is desired (as for possible <br />dynamic results), then curve B applies. From this <br />curve it is seen that a 100 kg payload, if efficiently <br />used, can seed 100 km3, or 4 large or 20 small turrets, <br />where large and small turrets are somewhat arbitrarily <br />defined as having volumes of 2S and S km3, respectively. <br />Similarly, additional curves can be drawn for other <br />effectiveness and concentration values. An effectiveness <br />of 3 X 1011 crY5tals per grams in the above example will <br />apply to a curve drawn about half way between curves <br />Band C. <br />Effectiveness values requiring the use of curves near <br />A in Fig. 7 would indicate dry ice to be practicable <br />only for small clouds. Effectiveness values near the <br />8XlOll crystals per gram given by Fukuta et at. (1971) <br />and crystal concentrations 100 .e-1 or less require the <br />use of curves drawn near and to the right of curve C. <br />Such values would make dry ice utilization very <br />attractive. <br /> <br />7. Conclusions <br /> <br />The effectiveness of dry ice in producing ice crystals <br />in supercooled clouds appears to be at least 2-S X 1011 <br />crystals per gram, though one well-documented experi- <br />ment gave values twice as large. This may be a conserva- <br />tive estimate yet to be adjusted upward when the <br />absolute counting efficiency of the ice detectors becomes <br />known and the numbers of crystals contained in <br />aggregates can be estimated. <br />The number of clouds that can be treated depends <br />on the payload capacity, the cloud sizes, the desired <br />crystal concentrations and the pellet sizes. As an <br />example, Fig. 7 indicates that for the above effectiveness <br />estimate and for a desired crystal concentration <br />averaging 10 .e-\ about a hundred 2S km3 turrets could <br />be seeded (apart from timing constraints) with a <br />100 kg payload of small dry ice pellets. Ten such <br />turrets could be seeded for 100 .e-1 concentrations <br />instead. Except in clouds capable of suspending hail, <br />pellet sizes larger than 7 mm diameter equivalent <br />spheres will result in wasted dry ice faIling below the <br />freezing level for seeding at the - lOoC level. The <br />effectiveness values found in these experiments, <br />together with the discussion of Section 6, indicate that <br />dry ice is a practicable and attractive agent for on-top <br />seeding of cumulus clouds. <br /> <br />Acknowledgments. The above experiments are ob- <br />viously the results of large team efforts on the parts of <br />the Commonwealth Scientific and Industrial Research <br /> <br />organization and the Bureau of Reclamation personnel <br />and their contractors. The development of the various <br />aircraft measurement systems by CSIRO, Convergence <br />Systems, Inc., Meteorology Research, Inc., the Univer- <br />sity of Washington, and Particle Measuring Systems <br />has been vital to the success of these experiments. <br /> <br />e <br /> <br />REFERENCES <br /> <br />Allee, Paul A., Bradley T. Patten and Earl W. Barrett, 1972: <br />The dynamic calibration of an airborne ice nuclei generator. <br />J. Rech. Atmos., 6, 29-40. <br />Bethwaite, F. 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