Page 124 - Practical Ship Design
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Weight-Based Designs                                                 91

           In  this  expression  the  indices  of  C, in  the  various  terms  have  been  left  as
         alphabetical symbols. It would appear from inspection that X might have a value
         close to unity  as it has  components both  from the  integration  factor and from
         Lloyd's modulus formula; both Y and Z are clearly fractional indices.
           An extrapolation on log-log  paper of information on integration factors similar
         to that presented in Fig. 4.8 indicated that overall the steel-weight is proportional to
         the square root of the block coefficient.
           If  it is accepted that for any one type of  ship the dimensions L, B, and D are
         related, the formula can be simplified to:


           W,  = Cb1l2. L . B . [K, . L(L/D) + K, . D]                     (4.7)

        This has one modulus-related term and one volume-related term and is very similar
         to Sato's expression:

           W,  = C,,'/'[w,(L)'.'  . B/D + w2 . (L), . (B + D),]            (4.8)

           Determining values of K, and K2 is left to readers, but the author believes that
        this method applied to a range of good data would lead to more accurate steel-
         weight estimation.


            4.3 DETAILED STRUCTURAL WEIGHT CALCULATIONS -ALL  SHIP
                                         TYPES

        The principal difficulty in making detailed calculations arises from the fact that
        this more accurate weight is almost invariably required at a time when very few
        plans have been drawn. Plans which must be available for a detailed calculation
         include a reasonably complete general arrangement plan, a body plan and a mid-
         ship section with the scantlings. Improved accuracy could be obtained if structural
         sections away from midships, a shell expansion plan, steel deck plans, bulkhead
        plans are also available, but this is unlikely to be the case, although scrap drawings
         of these can be made specifically to assist in the calculation.


        4.3. I  Use of the midship section weight per unit of length~for merchant ship
         weight calculutions

        Without the plans just mentioned, calculation  of the weights of  shell, ship side
         framing and the double bottom is almost impossible and the best alternative would
         seem to be the use of an integration factor in association with a calculated weight
         per metre of the midship section.
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