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design considerations for aluminum hull structures - Ship Structure ...

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-51-PROPOSED CRITERIA - HULL GIRDER MOMENT.OF INERTIAlt appears obvious that the <strong>hull</strong> girder stiffness of an <strong>aluminum</strong> bulkcarrier must be less than that of its steel counterpart if it is to be economicallyfeasible. It now becomes necessary ‘coestablish the extent to whichthe <strong>hull</strong> girder deflection can be increased over that of a steel ship. ASnoted earlier, the only guidance in this area at p~esent is the ABS requirementthat the <strong>hull</strong> girder deflection of an <strong>aluminum</strong> ship shall not be morethan SO per cent greater than that of a !!Rulesllsteel vessel while Lloyd’sand Wreau Veritas suggest no increase. In justifying these recommendationsor deviating from them, the following factors must be considered:(a)Response to sea-induced <strong>for</strong>ces.(b) Wll girder vibrations, and possible resonances between%he<strong>hull</strong> girder and other major structural components.(c)(d)(e)Effects of deflection on draft.Effects of deflection on shafting, piping systems, etc.Stress-strain relationships of the material.Sea-hduced Forces - Reference (53) indicates that reduced <strong>hull</strong> girderstiffness is beneficial in reducing dynamic bending moments associated withsea-induced <strong>for</strong>ces. At the bow and midships, the reduction in maximum bendingmoment was approximately proportional to the square root of the ratio of <strong>hull</strong>rigidities, considering reductions in stiffness of as much as ~0 per cent,though at the quarter points, the reduction was less. Although the studiesdiscussed in Reference (53) were relatively limited and subject to furtherrefinement, it appears that reduced <strong>hull</strong> sttifness will improve rather thandegrade the <strong>hull</strong>’s ability to withstand wave-induced <strong>for</strong>ces.Hull Vibrations - The <strong>hull</strong> girder frequency spectrum of a bulk carrier<strong>for</strong> vertical, lateral and to~sional vibrations can be readily p~edicted eitherby empirical <strong>for</strong>mulae or direct computation. Assuming that the overall weightdistribution along the <strong>hull</strong> girder is identical <strong>for</strong> the <strong>aluminum</strong> and steelship (i.e., reduced <strong>hull</strong> weight is fully compensated <strong>for</strong> by increased cargodeadweight), the variation in <strong>hull</strong> girder vibratory response will be approximatelyproportional to the square root of EI ratios, i.e.:/IOX106 TalumF ‘<strong>aluminum</strong>= F‘steel i 30x106 IsteelThe ratio under the square root sign is the deflection ratio. Thus, if anincrease of SO per cent were accepted <strong>for</strong> the <strong>aluminum</strong> <strong>hull</strong>, its lower modefrequencies would be reduced by a factor of about 0,82. For a typical steelbulk carrier, the lowest <strong>hull</strong> frequency (Ist mode vertical) is about 70 Cm,with the second mode vertical being at approximately 1~0 c.W. l?oran equivalent<strong>aluminum</strong> <strong>hull</strong> with a ~0 per cent allowable increase in deflection, thecorresponding values would be 60 and 120 CPM. ‘Thelower frequency spectrumof an <strong>aluminum</strong> <strong>hull</strong>ed bulk carrier would have to be given consideration inselecting cruise and full speed shaft RPM and number of propeller blades toavoid resonances between either the shaft or blade <strong>for</strong>cing frequencies. However,this is nat considered a <strong>design</strong> constraint since similar.comments apply tosteel <strong>hull</strong>s.

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