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<br />~-1 <br /> <br />Neyman: Field Experimentation in Weather Modification. <br /> <br />source of my skepticism is a peculiarity of cloud seeding <br />experiments. Let X stand for the random variable repre- <br />senting the rainfall per experimental unit, e.g., per experi- <br />mental day, falling in some specified "target." The <br />peculiarity of the distribution of X is that it has a positive <br />.probability, say 8, of being exactly equal to zero, and that <br />this probability can be affected by cloud seeding. Also, <br />if X > 0, then its conditional distribution has a very <br />skew density of the category called "outlier prone" <br />(Neyman and Scott 1971). This distribution can also be <br />affected by cloud seeding. Thus, when confronted with <br />the evaluation of a cloud seeding experiment, we have to <br />consider two mechanisms of the effects: one mechanism, <br />say M 1, can and usually does affect the probability 8, and <br />the other, say Ms, can and usually does affect the condi- <br />tional distribution of X given X > O. <br />Both mechanisms are of interest from the point of view <br />of cloud physics. For example, does the seeding "trigger" <br />the rainfall? Does it increase the mean rain per "wet <br />day"? (See hypothesis (a) in Braham's present descrip- <br />tion of Whitetop.) However, the practical problems of <br />weather modification, such as alleviating drought or sup- <br />pressing hail, stimulate interest in the unconditional <br />expectation of X, separately for seeded 'and non-seeded <br />days. <br />The two mechanisms M 1 and M 2 may work in the same <br />. direction, either tending to increase the expectation of X <br />on days with seeding or to decrease it. However, cases are <br />on record when M 1 and M 2 work in opposite directions; <br />say the probability of zero rain is decreased (the seeding <br />does "trigger" the rainfall), but the conditional expecta- <br />tion of X given X > 0 is decreased, etc. This situation <br />creates a special problem of proper evaluation of experi- <br />ments with cloud seeding (see Neyman and Scott, 1967). <br />(Incidentally, some ((survival experiments" involve a <br />similar problem.) Obviously, if an experiment is evaluated <br />using a test of the ((null hypothesis"; that is, that the <br />treatment did not alter the distribution of X, then the <br />result of the evaluation can be misleading. An efficient <br />test used with a substantial number of observations can <br />give the correct indication that the treatment did alter <br />the distribution of X. However, if the mechanisms M1 <br />and M s worked in opposite directions, the mean value of <br />X on treated days could be exactly equal to that on the <br />control days. The tests commonly used in cloud seeding <br />studies are not adjusted for the functioning of the two <br />mechanisms M 1 and Ms. <br />As noted earlier, while describing the purpose of White- <br />top, Braham mentions the possibility that cloud seeding <br />can alter the "likelihood of precipitation." This demon- <br />strates his awareness of what is here termed mechanism <br />M 1. However, the necessity of selecting test criteria most <br />appropriate for dealing with the situation seems to have <br />escaped his attention. <br />At the outset of this discussion, I expressed regrets <br />about the "inclinations" of some meteorologists to act on <br />a preconceived idea even in the presence of contrary <br />experimental evidence. This situation is illustrated by <br /> <br />',.,Jij,;(.:.:e-__i'" <br /> <br />;,,~",~.. <br /> <br />- <br /> <br />93 <br /> <br />Br:a.ham's persistence in treating the "differences be- <br /> <br />tween target and control precipitation . . . as the primary <br /> <br />dimensions for testing seeding effects," this in spite of the <br /> <br />fact that his own and Flueck's investigation (Braham <br /> <br />and Flueck 1970) indicated that seed-day precipitation <br /> <br />in the "control area" was less than that on no-seed days <br /> <br />and that, on a number of "partitions," the seed/no-seed <br /> <br />difference was significant by their own standards. Space <br /> <br />limitations prevent me from documenting this fact. <br /> <br />Incidentally, the words "target" and "control" as used <br /> <br />in Braham's article have a meaning that is different from <br /> <br />what these words might suggest. As somewhat broadly <br /> <br />de8cribed in the article now discussed, the "target" <br /> <br />means the estimated area called "plume." For each hour <br /> <br />after the scheduled beginning of seeding, certain data <br /> <br />("pibal" data collected every two hours) were used to <br /> <br />estimate the location of the "plume" of silver iodide <br /> <br />smoke. within the 6O-mile radius circular "research area." <br /> <br />The complement of the research area to the plume was <br /> <br />the given hour's "control area." The target and control <br /> <br />precipitations meant a weighted mean of precipitation <br /> <br />amounts in those recording gages that during the given <br /> <br />hom happened to be either under the estimated plume or <br /> <br />in .the corresponding control. The position and size of the <br /> <br />plume varied from one hour to the next, and the evalua- <br /> <br />tion of a day's precipitation in the plume (preCipitation <br /> <br />"per fair hour") involved more averaging. An interested <br /> <br />rea.der might wish to examine the sources quoted by <br /> <br />Brl!l.ham. <br /> <br />The preconceived idea underlying the above calcula- <br /> <br />tions, and also their use, seems to be that the effect of <br /> <br />cloud seeding is limited to those points on the ground at <br /> <br />which particles of seeding material are at the given <br /> <br />moment directly overhead. Because our studies of the <br /> <br />possibility of faraway effects of local cloud seeding are <br /> <br />inconsistent with these ideas, Braham in Section 3.2 <br /> <br />dCflcribes challenges "by meteorologists and others who <br /> <br />ar~~ed that there was no intelligible meteorological theory <br /> <br />to explain seeding effects at such distances ..." Such <br /> <br />cbnllenges, particularly by Battan, were indeed published. <br /> <br />However, this was in 1969. We are now in 1978, and the <br /> <br />rea.dermay be interested in examining Simpson and <br /> <br />De:nnis (1974), quoted by Braham in his present article. <br /> <br />Page 275 of the Simpson-Dennis article carries a sub- <br /> <br />stantial table under the telling title, "Possible Causes of <br /> <br />Extended Space and/or Time Effects" of cloud seeding. <br /> <br />Only the first item in this table indicates ((physical trans- <br /> <br />port of the seeding agent." Also, the same page carries <br /> <br />the following statements: <br /> <br />In both tropics and temperate latitudes "orphan anvils" from <br />natural cumulonimbus clouds are found several hundred miles and <br />many hours from their site of origin. Figure 6.23 shows an extensive <br />anvil streaming out from an expWding .seeded cumulus in Florida, <br />a not uncommon event... In addition to their nucleating p0- <br />tential "orphan anvils" could have important radiative impacts. <br />Where solar radiation striking the @,Tound directly maintains <br />convection: .. the shade of a single anvil often wipes out cumuli. <br />Oller a sizeable fraction of the peninsula extending outward in any <br />direction from the target area, depending upon winds abJft. (Em- <br />phasis added.) <br /> <br />, ':",.~"--,""';":';'.,~1-,..---,:;,,,_~.,,,.. <br />