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<br />ABBS: INVESTIGATION OF PROBABLE MAXIMUM PRECIPITATION ASSUMPTIONS <br /> <br />Depth-area curves are calculated for the standard durations of 400 <br />2, 12, 24, 36, and 48 hours. <br />Depth-area curves, for durations of 2 hours and 24 hours, 3S0 <br />are shown in Figure 8 for the control simulation, EC86_3, and <br />EC86 _5. AlSD shown is the "observed" curve for this storm for 300 <br />a duratiDn of 24 hours, A comparison of the observed and <br />control curves shows that the model is producing high rainfall 250 <br />amounts for small areas. The reason for this discrepancy is ~ <br />E <br />unknown, but it may be associated with the inability of the E zoo <br />model to adequately resolve features even at the relatively high ~ <br />ci. <br />resolution used in this work. For areas >1000 km2, there is u <br />good agreement between the two CllIVCS. G 150 <br /> . <br /> "- <br />The depth-area curves for EC86_3 and EC86_5 show <br />grealer rainfall depths for all areas and for durations of 2 and 100 <br />24 hours. The maximization factors associated with these sim~ <br />ulations are 1.15 and 1.3, respectively. These values are much 50 <br /> 0 <br /> 10 <br />(a) <br />..,..,....Loo.,~..,.. .........j.... 650 <br /> 600 <br />50 SSO <br /> 500 <br /> 4!lO <br /> ~ 400 <br /> E 3S0 <br /> .5- <br /> ci. 300 <br /> U 250 <br />L_ooo.o G <br /> . <br /> "- <br /> zoo <br /> 150 <br />...-................ u..........u........ .r................. 100 <br /> 50 <br /> 0 <br /> 10 <br /> <br /> <br /> <br />iP <br />LI604.3 <br /> <br />.. ......... ~. ......... ....... <br /> <br />L-25.0 <br /> <br />H..!. <br />no. ..~.. <br /> <br />L_..., <br /> <br />Figure 7. The (a) convergence and (b) topographic compo- <br />nenrs of the storm. Contours are as for Figure 3b. <br /> <br />793 <br /> <br /> <br />(a) <br /> <br />- - - M.F. = 1.30 <br />- ...5 deg <br />- - - M.F. = 1.15 <br />- t-3 d.g <br />- Control <br /> <br />100 <br /> <br />tOOOOO 1oo00b0 <br /> <br />1000 <br /> <br />10000 <br /> <br />Area (km') <br /> <br /> <br />(b) <br /> <br />w <br /> <br />H <br /> <br />. - . Observ-d <br />-- - J.l.r. = 1.30 <br />- 1"5 d.g <br />--- ).t.r. = 1,1' <br />- t-3 deg <br />- Control <br /> <br />100 <br /> <br />10000 <br /> <br />100000 1000000 <br /> <br />1000 <br /> <br />Area (km') <br /> <br />Figure 8. Depth-area curves for (a) 2 hours and (b) 24 hours <br />for the control simulation (thick, solid black curve), EC86_3 <br />(solid, shaded curve), and EC86_5 (thin, solid, black curve). <br />Also shown are curves corresponding to maximization factors <br />of 1.15 (dashed, shaded curve) and 1.3 (dashed, black curve). <br />The observed depth-area curve (dashed, thick black curve) for <br />a duration of 24 hours is shown in Figure 8b. The letters 0, C, <br />W, and H indicate the 2- and 24-hour probable maximum <br />precipitation (PMP) values for the catchments of the Oberon, <br />Chiftey, and Warragamba Dams and the Hawkesbury-Nepeun <br />catchment, respectively. <br /> <br />lower than the maximization factor of 1.8 used by the Austra- <br />lian Bureau of Meteorology to maximize this storm (L Minty, <br />private communication, 1997). For both cases the maximized <br />curves (derived by applying (5)) lie below the corresponding, <br />simulated depth-area curve. This indicates that for durations of <br />2 and 24 hours the current maximization method is unueres. <br />timating the precipitation for all areas. For this case study the <br />model produces between 15% and 25% more precipitation <br />than the maximization relationship of the current PMP tech- <br />