Page 27 - Plant design and economics for chemical engineers
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1 0  PLANT DESIGN AND ECONOMICS FOR CHEMICAL ENGINEERS

         of 3.43 in. Instead, the engineer would choose a standard pipe size which could
         be purchased at regular market prices. In this case, the recommended pipe size
         would probably be a standard 3$in.-diameter  pipe having an inside diameter of
         3.55  in. (9.02 cm).
              If the engineer happened to be very conscientious about getting an
         adequate return on all investments, he or she might say, “A standard 3-in.-
         diameter pipe would require less investment and would probably only increase
         the total cost slightly; therefore, I think we should compare the costs with a 3-in.
         pipe to the costs with the  3$-in.  pipe before making a final decision.” Theoreti-
         cally, the conscientious engineer is correct in this case. Suppose the total cost of
         the installed 3$in.  pipe is $5000 and the total cost of the installed 3-in. pipe is
         $4500. If the total yearly savings on power and fixed charges, using the 3$-in.
         pipe instead of the 3-in. pipe, were $25, the yearly percent return on the extra
         $500 investment would be only 5 percent. Since it should be possible to invest
         the extra $500 elsewhere to give more than a 5 percent return, it would appear
         that the 3-in.-diameter pipe would be preferred over the 3$in.-diameter  pipe.
              The logic presented in the preceding example is perfectly sound. It is a
         typical example of investment comparison and should be understood by all
         chemical engineers. Even though the optimum economic diameter was 3.43 in.,
         the good engineer knows that this diameter is only an exact mathematical
         number and may vary from month to month as prices or operating conditions
         change. Therefore, all one expects to obtain from this particular optimum
         economic calculation is a good estimation as to the best diameter, and invest-
         ment comparisons may not be necessary.
              The practical engineer understands the physical problems which are
         involved in the final operation and maintenance of the designed equipment. In
         developing the plant layout, crucial control valves must be placed where they
         are easily accessible to the operators. Sufficient space must be available for
         maintenance personnel to check, take apart, and repair equipment. The engi-
         neer should realize that cleaning operations are simplified if a scale-forming
         fluid is passed through the inside of the tubes rather than on the shell side of a
         tube-and-shell heat exchanger. Obviously, then, sufficient plant-layout space
         should be made available so that the maintenance workers can remove the head
         of the installed exchanger and force cleaning worms or brushes through the
         inside of the tubes or remove the entire tube bundle when necessary.
              The theoretical design of a distillation unit may indicate that the feed
         should be introduced on one particular tray in the tower. Instead of specifying a
         tower with only one feed inlet on the calculated tray, the practical engineer will
         include inlets on several trays above and below the calculated feed point since
         the actual operating conditions for the tower will vary and the assumptions
         included in the calculations make it impossible to guarantee absolute accuracy.
              The preceding examples typify the type of practical problems the chemical
         engineer encounters. In design work, theoretical and economic principles must
         be combined with an understanding of the common practical problems that will
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