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<br />I <br />I <br />I <br />I <br /> <br />be provided for the tropical regions of Australia with the <br />foreshadowed review of the GTSM. <br /> <br />3.9.2 Specific Recommendations <br /> <br />(a) Selection of appropriate patterns <br /> <br />Table 8 summarises the different temporal patterns that <br />can be applied to design rainfall bursts. There are four main <br />sources of design information as follows: <br /> <br />. temporal patterns for use with the more frequent design <br />events (Book II, Section 2); <br /> <br />. long duration patterns for use in southeastern Australia <br />(Nathan, 1992; Bureau of Meteorology, 1998); <br /> <br />. short duration patterns from Bulletin 53 (Bureau of <br />Meteorology. 1994); and, <br /> <br />. tropical storm patterns (Kennedy and Hart, 1984). <br /> <br />The first two sets of patterns involve application of the <br />Average Variability Method (Pilgrim et at, 1969), and as <br />such are specifically suited to the AEP-neutral design <br />objective. The last three sets of patterns were originally <br />derived for application to PMP events, but in the absence of <br />any more relevant information they are applied to events <br />with AEPs rarer than 1 in 100. The one exception to this is <br />the use of unsmoothed GSAM patterns for long duration <br />storms with AEPs to the credible limit of extrapolation. The <br />unsmoothed patterns were derived using the Average <br />Variability Method, but they differ from the patterns <br />provided in Book II Section 2 as they were based on a <br />sample of larger (areal) storms. These patterns were then <br />smoothed for use with PMP estimates, as mentioned <br />above. <br /> <br />Another issue requiring mention is the absence of <br />temporal patterns in southeastern Australia for use with <br />storm durations between the upper limit of the Bulletin 53 <br />method (3 or 6 hours) and the lower limit of the GSAM <br />method (generally 24 hours). A pragmatic solution to this <br />problem is to apply both sets of temporal patterns and to <br />adopt a weighted average peak flow, where the weighting is <br />based on storm duration (as indicated in Table 8). The <br />weighted average peak flow is then used to scale the <br />hydrograph obtained using the most relevant generalised <br />method; weighting all the ordinates of the hydrograph is not <br />recommended as the resulting hydrograph may exhibit a <br />lower peak than etther of the individual hydrographs. <br /> <br />In the GTSM region, the GSOM temporal pattern should <br />be used for the 6 hour event In the transition zone between <br />the GTSM and GSAM regions, temporal patterns from both <br />the GSAM and GTSM methods should be applied <br />separately (in conjunction with the corresponding spatial <br />patterns), and the largest flood adopted. <br /> <br />(b) Dealing with inconsistencies and <br />smoothing of results <br /> <br />In practice, the simplistic use of single design patterns <br />for different durations and AEPs can yield flood estimates <br />that do not vary in a consistent manner. In extreme cases, <br />this can result in design flood magnitudes that decrease <br />with decreasing AEP. M ore typically, the patterns may <br />result in crttical storm durations that vary inconsistently with <br />AEP; such . variation wHl impa(:t up.on the volulll!> Df <br />design hydrographs, which when routed through a <br />reservoir, may produce inconsistent results. Problems are <br />more likely to occur with the transition between Book II <br />Section 2 patterns and those derived for PMP events. The <br />use of unsmoothed GSAM patterns for longer duration <br />events will largely obVIate the problem In southeastern <br />Australia, though for other applications consideration <br />should be given to filtering out embedded bursts of lower <br /> <br />I <br /> <br />I <br /> <br />I <br />1 <br />I <br />1 <br />I <br />I <br /> <br />I <br />1 <br /> <br />I <br />I <br /> <br />I <br />I <br /> <br />I <br /> <br />..........." '"~ - ...._n...'...~.......... .....~" ,.... ....^.......,... I I...."...". <br /> <br />AEP intensities (using, for example, the simple algorithm <br />for re-distribution provided in the RORB model; Laurenson <br />and Mein, 1994). Where significant inconsistencies remain, <br />practitioners will need to apply judicious smoothing of <br />results for different durations and AEPs. <br /> <br />3.10 Spatial Patterns <br /> <br />(a) Basis of adopted patterns <br /> <br />Spatial patterns are also required for the design <br />rainfalls. The source of spatial patterns as a function of <br />burst duration and AEP is broadly similar to that adopted <br />for temporal patterns, and is summarised in Table 9. It is <br />seen that there are four main sources of design <br />information: uniform patterns for use with the more frequent <br />design events, spatial patterns for use in southeastern <br />Australia (Minty et at, 1996), thunderstorm patterns from <br />Bulletin 53 (Bureau of Meteorology, 1994), and tropical <br />storm patterns (Kennedy and Hart, 1984). As with temporal <br />patterns, the last three sets of patterns were originally <br />derived for application to PMP events, but in the absence of <br />any more relevant information they are applied to events <br />with AEPs rarer than 1 in 100. . <br /> <br />(b) Issues for consideration <br /> <br />. Catchments with large inundated areas. Except for <br />catchments with marked rainfalt gradients, the spatial <br />distribution of rainfall has generally less influence on <br />the shape and size of the resulting hydrograph than <br />temporal patterns, however the thunderstorm and <br />tropical patterns can have an appreciable effect on <br />flood magnitude, particularly if the catchment contains <br />extensive drowned reaches resulting from reservoir <br />inundation. For such catchments, the largest flood <br />may result from location of the eye of the areal pattern <br />close to the storage, even thDUgh this does not result <br />in the greatest average depth of rainfall. Where <br />relevant, this possibilily should be checked. <br /> <br />. Large design rainfalls. Design rainfalts should <br />generalty be distributed uniformly over the catchment, <br />unless there is clear evidence from either observed <br />storm events or the design rainfall isopleths in <br />Volume 2 ARR of a marked spatial trend in storm <br />rainfall. For such catchments, significant variation in <br />design rainfall characteristics can be broadly captured <br />by dividing the catchment into two or more sub- <br />catchments; design rainfall information can be derived <br />separately for each region and then applied uniformly <br />over each sub-catchment If the catchment is sub- <br />divided into several uniform zones, the areal reductiDn <br />factors applied must be applicable to the total <br />catchment size, and not each sub-catchment area. <br /> <br />. Rare to Extreme short duration design rainfalis. The <br />thunderstorm patterns provided in Bulletin 53 (Bureau <br />of Meteorology, 1994) should be used. The <br />supplement to Bulletin 53 issued in December 1996 <br />by the Bureau contains a substantially revised method <br />of spatially distributing rainfall and it is important that <br />practitioners no longer use the method described in <br />the original Bulletin 53. The spatial pattern should <br />generafly be centred over the catchment and <br />orientated in such a way as to overlap the catchment <br />boundary with the smallest possible ellipse. <br /> <br />. Rare to Extreme long duration design rainfalls in <br />southeastern Australia. The spatial patterns provided <br />with GSAM estimates (Minty et aI., 19$6) 5l1ou4d be <br />applied to all Rare to Extreme events. The spatial <br />patterns are based on modified 72 hour 50 year ARI <br />intensity fields of design rainfalls from Book II, <br />