Page 103 - Practical Ship Design
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72                                                              Chapter 3


                Although  the drafts of warships  are kept  carefully  concealed by  the world’s
             navies (or are quoted as drafts to the propeller tip, which are of little value for
             design purposes), a line for frigates has been added to Fig. 3.10 and shows a mean
             TID value  of  0.46. The  high  freeboard that  this  low ratio  indicates  shows the
             concern for seaworthiness that is so necessary a feature of the design of these ships.

             3.3.5 DeptWlength relationship D = f(L)
             In the discussion about the BID ratio it was noted that deadweight carriers have a
             higher value of this ratio than capacity carriers.
                In deadweight carriers, stability is generally in excess (sometimes greatly) of
             rule requirements and depth and breadth are therefore independent variables. For
             these ships, control of the value of D is exercised more by the ratio LID which is
              significant in relation to the structural strength of the ship and in particular to the
              deflection of the hull girder under the bending  moment imposed by  waves and
             cargo distribution. The largest LID ratios were formerly used on tankers whose
              “A’ type freeboard needed a comparatively small depth for the required draft and
              whose favourable structural arrangements with longitudinal  framing on bottom,
              deck, ship sides and longitudinal bulkheads together with the fact that this type of
              ship has  minimum hatch  openings  meant  that  the  steel-weight  penalty  for  an
              unfavourable LID value was minimised.
                When higher tensile steel is used to save weight, it is generally desirable to use a
              smaller LID value in order to limit the deflection of the hull girder.
                LID values as presented  in the  1975 paper are shown in Fig. 3.11, whilst the
              values in use in 1991 are shown in Fig. 3.8. A comparison of these figures shows
              little change in bulk carriers, with the LID ratio averaging at about  11.8 in both
              cases. Tankers, however, show a striking change from a value of  about  12.5 in
              1975 to one of 10.5 in 1991,  a change brought about by the need to provide separate
              clean ballast capacity.
                The line for frigates which has been added shows a mean value for these ships of
              LID = 13.3. This comparatively high value would appear to be the consequence of
              the need for length which has already been the subject of comment together with
              the need to limit depth which is the corollary of the limited beam. The fact that
              warships do not have large hatch openings reduces the adverse structural effect of a
              high LID ratio.

              3.3.6 DrafAength relationship T = f(L)
              This is essentially a secondary relationship resulting from either of the following
              combinations of relationships:
                    T =f(D>      or     T=f(D)
                and D =f(L)      and    D =f(B) and B =f(L)
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