Page 359 - Practical Ship Design
P. 359

316                                                            Chapter I1


                Where P, > P:
                       (M + 2P)
                C, = 72
                       V+P, -P

                In other cases:
                       (M +2P)
                C, = 72
                          V
                M  = volume of machinery space below margin line and between bulkheads
                P = volume of passenger spaces below margin line
                P,=K.N
                N = number of passengers
                K = 0.056 L

              Factor ofsubdivision (F): The factor of subdivision for ships of  131 m or more is
              generally calculated from the formula:

                       (A -B)(C, - 23)
                F=A-
                             100
              There are the following exceptions to this formula:
                (a)  where C, = or > 45 and 0.50 < Ff < 0.65 then F shall be 0.50
                (b)  where Ff < 0.40 and it can be shown to be impracticable to meet this in
                    the machinery space F may = 0.40 in this compartment.
                Ff = factor from the above formula.

              The factor of  subdivision for ships where 79 < L (m) < 131 is determined by the
              formula below and lies between 1 .OO and the value B with interpolation using the
              factor S:
                          3574 - 25L
                where S =
                              13

                       ( = 123 for L = 79)
                       (= 23 for L = 131)
                       (1 -B)(C, -s>
                F=l-
                          123-S

              For ships where L < 79, the factor of subdivision F = 1 .OO, but this may be relaxed,
              if it can be shown to be impracticable.
                A factor of  subdivision F = 1.00 also applies to ships of any length carrying
              more than 12 passengers but less than L2/650 or 50 whichever is less (these equate
              at L = 180.3 m).
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