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<br />r.ll. ~"':: <br /> <br />3. page 50. What does the "1.50(a)" mean for the in-place Maximization factor? <br /> <br />A W A response to Question 3. <br /> <br />A W A concurs with the NWS conclusion that there should be upper limits place on in-place <br />maximization factors. The basis for this conclusion is that the maximization procedure assumes <br />that a storm's efficiency in converting atmospheric moisture to rainfall remains unchanged <br />during the maximization process, i.e. atmospheric moisture can be added up to the maximum <br />value used in the maximization process without changing the storm efficiency. Adding moisture <br />to the atmosphere associated with a rainfall event can and does have an effect on storm <br />efficiency and at some point the assumption that additional moisture has no effect on the storm's <br />efficiency is no longer valid. NWS has adopted upper limits to storm maximization. HMR 51 <br />applied a limitation of 1,50 to the maximization factor (HMR 51, Section 3.2,2, page 28), HMR <br />55A, Section 8.4,1.1, page 131, provides some discussion on limitations to in-place <br />maximization adjustment. HMR 55A adopted the 1,50 limit for the nonorographic region east of <br />the Orographic Separation Line (OSL) (HMR 55A, Section 5.4, page 88). Both HMR 55A and <br />the newer HMR 57 apply a limitation of 1.70 in orographic regions. This limit was adopted to <br />allow for inadequacies of the storm sample in orographic regions (HMR 55A, Section 8.4,1.1, <br />page 131; HMR 57, Section 7.2, page 66). A W A used the limitation of 1,50 for Cherry Creek <br />and annotated when it was applied with "1.50(a)", indicating that the adopted value of 1.50 was <br />used instead ofthe higher calculated in-place maximization value for the storm. <br /> <br />4. page 50, How was the Elevation Adjustment Factor Computed? Note: it appears that a <br />direct ratio of precipitable water was used for the Elevation Adjustment factor. HMR 55A <br />uses one-half of the ratio and excludes the first 1,000 feet of elevation difference. <br /> <br />A W A response to Question 4. <br /> <br />It is correct that a direct ratio of precipitable water depletions based on either elevation or <br />upwind barriers (which ever was higher) was applied, For example, for an elevation adjustment <br />made to 5,000 feet, the precipitable water from the 1000mb level to the 300mb level would be <br />adjusted by subtracting the precipitable water from 1000mb to 5,000 feet from the total <br />precipitable water value (1000mb to 30,000 feet), For a storm representative dewpoint or <br />maximum dewpoint of70F, the total precipitable water is 2,25 inches and the precipitable water <br />between 1000mb and 5,000 feet is 0,52 inches (determined using the tables in HMR 55A, <br />Appendix C), Hence an elevation adjusted value of 2.25 - 0,92 = 1.33 would be used. <br /> <br />There are two other issues involved in this question. The first is the use of the full moisture <br />adjustment using the change in precipitable water with elevation. HMR 55 did use one-halfthe <br />liquid water variations observed in the precipitable water tables. This was one of the three areas <br />where alternate decisions were incorporated into HMR 55A from those used in HMR 55. <br />Quoting from the Preface to Revised Edition in HMR 55A, page xvi, "The authors have changed <br />this adjustment (use of one-half the liquid water variation) in HMR 55A to conform to the <br />previous studies that allow for the full moisture adjustments presented by the change in <br />precipitable water with elevation." None of the subsequent HMRs have used the one-half liquid <br />water variations. <br />