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<br />CHAPTER VI <br /> <br />COMPUTER MODEL OF THE SOCIAL SYSTEM <br /> <br />Introduction <br /> <br />Once the equations are calibrated and interre- <br />lated through common variables, translation into a <br />computer model consisls of programming the calcula- <br />tions indicated by the formulas, entering the dala and <br />constants used 10 adjust the model to a particular sys- <br />tem, and constructing a user manual. Afterwards, sim- <br />ulation and sensitivity analyses can be performed. The <br />ability to do these analyses is one of the main benefits <br />of a system model as it is used to develop a belter <br />understanding of key relationships. <br /> <br />Outline of Computer Model <br /> <br />The computer model (see right side column of <br />Figure 5.1) is programmed from the mathematical mod- <br />el presented in the last chapter. The solid lines indi- <br />cate various paths followed, given the particular re~ <br />sponse estimated by an equation within the compuler <br />program_ The second numbers to the right refer to the <br />labeled sections of the compuler program and output <br />discussed later in this chapler. The program is listed <br />in Appendix F. The particular equations used to mod- <br />el the study area were derived by a calibration proce- <br />dure from the general equations of Table 5.9. The <br />equations applied are summarized in Table 6.1. The <br />variables are defined in Table 6.2. <br /> <br />Most of the blocks within the cenler column of <br />Figure 5.1 are rectangular. These boxes represent <br />equations which, with one exception (Section 2), have <br />been calibrated before insertion wilhin the model and <br />cannot be changed by the model operator. The two <br />triangles, on the other hand, represent IF statements <br />whose threshold levels are established by operation of <br />the model and which can stop continuation of the <br />evaluation process or, in other words, cause a proposal <br />to be rejected. <br /> <br />Another set of IF statements provides additional <br />information but is not shown separately on the flow <br />chart. These act at the same time as the initial deci- <br />sion agency evaluation, but cannot stop the process <br />within the model. Rather they are used to signal SOme <br />deficiency in a desired characleristic of a flood con. <br />trol proposal. They occur in Section 5 in Figure 5.1 <br />as discussed in Chapter V for IF statements BI 10 B3. <br /> <br />Interrelationship of Physical <br />and Social Systems <br /> <br />The block on the left of Figure 5.1 represents <br />the hydrologic system. The lines going to the block <br />represenl the effects of the social system on the hydro- <br />logic system, and the lines coming from this block rep- <br />resent the effect of the hydrologic system upon the <br />social system. These effects may be direct or indirect. <br />The solid line going to the hydrologic system from <br />the "Action by the Implementation Agency," depicts <br />thai the parameters of the hydrologic system are af- <br />fected by flood control action. The broken lines com- <br />ing from the hydrologic system box mean lhat al <br />least one variable in each of the equations to which <br />they lead is affected by the hydrologic system. In this <br />case, this connection is primarily with public flood <br />experience related variables. <br /> <br />Dashed.line relationships show connections for <br />which explicit equations have not yet been developed <br />but lead to equations in the social model some of <br />who,e variables reflect differences in the hydrologic <br />situation. Each of the rectangular boxes has either a <br />solid or broken line leading from lhe hydrologic sys- <br />tem to it. <br /> <br />The sociological and hydrologic componenls of <br />the total system cannot be separated from each other <br />without giving a distorted picture because the para. <br />meters of one are changed by the other. The inter- <br />relation,hip of urban sprawl and runoff is an example. <br />Urban sprawl is related to population growth and geo- <br />graphy as well as other physical and social faclors such <br />as the availablityand cost of transportation, water <br />supply, etc. The cost and benefit of flood control <br />proposals given the same physical conditions also var- <br />ies with the social environment. <br /> <br />Computer Programs <br /> <br />The computer program for modeling the social <br />system is wrilten in Fortran IV. One version of the <br />program was used for sensitivity analysis, and another <br />was used for simulation. The sensitivity analysis pro- <br />gram is in Appendix F. The introduction of that ap- <br />pendix explains differences between the two versions. <br />Use of the computer program of the social system en- <br /> <br />83 <br />