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<br />The second step in the alternative selection process is to determine the <br />components of the various design strategies. These could include bridges, <br />culverts, embankment, protective measures and so on, and each alternative <br />may involve one or a combination of these components. There will also be <br />control variables associated with each design strategy. These may include <br />bridge length, embankment height, cul vert size, degree of longitudinal <br />encroachment and countermeasure parameters. <br /> <br />e <br /> <br />. <br /> <br />Consider, for example, a crossing of a wide flood plain, 2900 feet with a <br />low water channel 440 feet wide. The alternative design strategies include <br />a main channel structure and may include auxiliary (relief) structure(s), <br />either culverts or smaller bridges. The control variables may be bridge <br />length, embankment height and possibly culvert size. Also, some or all of <br />the alternatives may require scour protection, thus requiring that additional <br />control variables be considered. <br /> <br />. <br /> <br />In this illustration, the main channel opening could vary from a structure <br />less than 440 feet in length to one 2900 feet long, the embankment height may <br />vary from no embankment to the height controlled by the adjacent grade lines, <br />in any desired increments. Auxiliary opening and scour protection schemes <br />may involve one or more bridge lengths and/or culvert sizes and one or more <br />protection systems for all or only some of the alternatives. <br /> <br />The Control variables are designated as follows: main channel bridge length <br /> <br />as BLl --~ BLm' embankment height as EHl --- EHn' auxiliary opening <br /> <br />schemes as XOl --- XOo' and scour protention schemes as SPl -- SPp. <br /> <br />The possible set of design alternatives becomes a four dimensional matrix best <br /> <br />described: by index notation, A, , k 1 where i varies from 1 to n, j varies <br />1 tJ" , <br />from 1 to m, k varies from 1 to 0 and 1 varies from 1 to p. If we assume n=4, <br />m=4, 0=4 and p=4 there will be 256 design alternatives in the analysis. However, <br />if auxiliary opening schemes are varied in combination with bridge lengths, the <br />analysis then looks,like a two variable analysis as illustrated in table 4.1, <br />and is manageable. Scour protection would be inherent in the design of the <br />alternatives, but sCour protection costs would still vary with the amount of <br />flow constriction, the extent of over-embankment flow and the extent of <br />auxil i ary openi ngs. <br /> <br />e <br /> <br />From the above example, it is apparent that the alternative selection process, <br />especially where more than two control variables are involved, can rapidly <br />assume unmanageable proportions. Seldom will the selection process be as open <br />ended as in the previous example, however. In most cases, the selection of <br />alternative design strategies will be governed by a set of control criteria <br />based on previous experience, preliminary analysis or other constraints such as <br />those discussed above. <br /> <br />. <br /> <br />e <br /> <br />12 <br />