The System's Environment | |||||||||||
As stated in the Introduction, our System is taken to be formed by two interacting sub-systems: Garden and Gardener (see Diagram 1). The System in turn, interacts with the Enviroment through its output and through the fixed constraints. Quoting Churchman (cf.) : "When we say that something lies outside the system, we mean that the system can do relatively little about its characteristics or its behaviour. Environment in effect, makes up the things or people that are fixed or given from the system's point of view". From all those things or people that are relevant to the Gardening system we have to decide which ones are to be placed inside the system and which ones outside. According to Churchman the decision may be based on the answers to the following two questions: 1) Can the system do something about it ? ( i.e. to modify it ?) 2) Does it matter relative to the system's objectives ? If the answer to 1) is NO and to 2) is YES the the item is placed in Environment. A clear example is total budget: the system can do nothing, or relatively little, about its amount, since its fixed by the funding organization according to its priority amoong the organization other commitments. On the other hand the budget size is of paramount importance in reaching the systems objectives. On the basis of questions 1) and 2) we can build a truth table with four different Classes, originating from the four pair-answers to the questions, that is: Classs 1) 2) Decision Example ==================================================== A NO YES ENVIRONMENT Fixed Budget B NO NO IRRELEVANT Structures at suff.distance C YES NO IRRELEVANT ? ?? D YES YES SYSTEM Allocation of work ====================================================== The above table may be taken to represent a simple computer program designed to classify variables in two classes: system variables or environmental variables and to reject all the rest( classes B and C) as irrelevant variables. |
|||||||||||
Within the context of the communication models discussed in Section III the Observer is clearly placed in the Environment since a) the system cannot modify it to any appreciable extent and b) it clearly matters relative to the system's objectives. As a matter of fact the main system objective is defined in terms of the Observer. Other items to be placed in the Environment or Surroundings (both words will be used indiscriminately) are listed below; each item or compartment may give rise to one or more variables according to the level of the analysis. (We will design by Ei a set of env. variables and by Eii individual variables within the set ) E2 : Total Budget (including salaries and expenses; in many funding organizations the budget is allocated to items that cannot be modified by the system. In that case this item is broken down in several ones). E3: Climate (including variables such as temperature,humidity,evapotranspiration solar radiation,etc.) The set of E3 is sometimes represented as climate zone when selecting plants. E4: Water resources (including rainfall and water bought, in special cases also water quotas) E5: Soil type or types,( i.e. clayish or sandy,acid,basic, salinity level,organic content,etc.etc.) E6: Topography. E7: Infrastructure (including buildings,internal roads, water supply,drainage structures,etc) E8,E9,E10: reserved for any other items that kind readers would care to suggest. E20: Layout of Garden. I have set this item apart because its position in Surroundings may be controversial. If we work under the assumption that the rules of the game(or premises of the model) are such that the Garden layout is set initially by the Landscape Architect (LA) and the Gardener is not at liberty to change it then this item is clearly in Environment [answers to questions 1) and 2) above are NO and Yes]. This implies that the position and type of trees,bushes and other elements, the limits of lawns and garden covers,flower beds,garden paths,etc. cannot be modified by actions of the System. For instance if a dead tree has to be replaced, the new tree should be of the same shape(columnar,rounded,etc) and be planted in the same position; the type of annual flowers at the discretion of the Gardener but the size and position of the flower bed are fixed. I am aware that in practice this is not often the case; either we gardeners are convinced that "we know better" or our budget is such that decisions have to be made bet. the Architect's fees or replacing an old piece of equipment. Since in my modest opinion the design of extensive gardens is the domain of qualified professionals, I am leaving the Garden Layout and hence the L.A. in the environment. More about this in: The Landscape Architect in relation to the Model(Annotation,empty) |
|||||||||||
The system's constraints: The sets of env. variables listed above set up the constraints of the system. Within the context of systems analysis we are looking for optimum performance within the constraints imposed by the env. variables.This implies that within the model we have adopted the best performance of our system is not to attain the maximum Signal to Noise Ratio, but the maximum value possible under the constraints imposed by total budget, climate, soil type, etc. The following example may help to clarify the point: In a given Garden there is a number N of lawn blocks with a total area AT, which are kept under sprinkler irrigation. For each lawn we have the management choice of "high maintenance level" (HML) or "low maintenance level" (LML). Under HML we have to irrigate with Q cubic meters per unit area per unit time so as to arrive to an SNR of 80; under LML we require only 0.7*Q but SNR will not be higher than 50 because of yellowish patches most of the time. If our water quota, E43, per unit time, is such that E43 > Q*AT that is, no constraint = no problem; we keep all our lawns under HML. If, as is sadly the case in most temperate or dry climates, E43< Q*AT , we'll have to decide which fraction of AT will be be kept under HML or LML, consistent with performance requirement that the overall value of SNR will be the highest possible. (the overall value being the summation of (SNR)j*Ai for the N lawnblocks). The relevant set of equations are not complex even if we include cost of water constraints and are shown in the Linear programing of Lawns chapter (C.E.,empty) The most usual constraints imposed by the Surroundings are those arising from total budget (E2), particularly when budget is clearly inadequate in relation to the constraints ( E20) imposed by the layout of the garden. This is a no-win situation and the best solution for a wise Gardener is to try to find himself another job in a garden with more generous patrons. Otherwise look for some partial solutions in the Section: Management . . |
|||||||||||