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<br />assumed that the number of days that rain could be induced from nonpre- <br />cipitating clouds is approximated by one-third of the number of trace <br />days. Scenario 5A assigns 3 mm of rain to every third trace day, starting <br />with the first one. Scenario 58 assigns 6 mm to every third trace day. <br />In Scenario 5C, 3 mm are assigned to each of the first two of every three <br />trace days. This provides the same amount of additional precipitation as <br />Scenario 58, but increases the frequency with which the water is applied. <br /> <br />6. Scenario <br />variant of a <br />Huff (1971). <br />alone rather <br /> <br />6. - Is a combination of Scenarios lA, 2A, and 3A. It is a <br />precipitation enhancement scenario suggested by Changnon and <br />In the scenario used, rains greater than 25.40 mm are left <br />than decreased. <br /> <br />7. Scenario 7. - Is a combination of Scenarios 5 and 6; Scenario 7A <br />comblnes 5A wlth 6; Scenario 78 combines 58 with 6. These represent <br />situations in which precipitation is increased for most natural events and <br />induced on some days when rain would not naturally occur. <br /> <br />8. Scenario 8. - Is a combination of Scenarios 18 and 5A, and represents <br />a situation ln which the smaller natural events are affected and rain is <br />induced on some days on which precipitation would not naturally occur. <br /> <br />9. Sc~nario 9. - Increases all rains of 25.40 mm or less by 10 percent. <br />This scenario assumes that all but the largest natural precipitation <br />events are susceptible to precipitation enhancement. <br /> <br />These scenarios assume that precipitation enhancement activities will <br />have no effect on either temperature or solar radiation. While we realize <br />that additional precipitation and subsequent evaporation can affect tempera- <br />tures and that weather modification may extend the duration of storms, <br />thereby reducing solar radiation, the primary purpose of this study was to <br />assess the direct effects of the additional water on yield. <br /> <br />Amount <br /> <br />Natural Conditions. - The Spearman rank correlation method (Siegal, 1956) <br />was used to test quantitatively the relationships between yield and amount <br />of precipitation for the total period and for the various stages of plant <br />growth and development. At the two Texas sites, the correlation between <br />total precipitation and yield is greater than 0.90 (table 3). The correla- <br />tion is moderate at Goodland and low (not statistically significant) for both <br />Oklahoma City and Concordia. The correlations between yield and growing- ~ <br />season precipitation were lower than those for total precipitation at <br />Goodland, Lubbock, and San Angelo, suggesting the value of pregrowing-season <br />precipitation. The growing-season correlations at Concordia and Oklahoma <br />City are higher than the total-precipitation correlations, but.only Oklahoma <br />City's is significant. <br /> <br />Linear regression techniques were also used to explore the relationship <br />between total precipitation and yield. Figure 1 shows the regression line <br />for Lubbock and the scatter of the data points. Figure 2 shows the regres- <br />sion lines and coefficients of variation for all five sites; the data points <br />were omitted to reduce clutter. All sites indicate that the greater the <br /> <br />8 <br />