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#1
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| Slamming loads on a small high speed craft Hi all, From experience, does anyone know of the slamming loads if you travelled on a small HS craft? At 25 knots Sea State 3 The craft would be about 12m length 5 tonne displacement Edit: 5 tonne Last edited by nikezz : 01-09-2011 at 09:31 PM. |
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#2
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| The biggest slam would come at the fuel pump, directly to your pocket ! Any 50 tonne, 12 metre length vessel would need to be jet propelled to reach 25 knots. ![]() |
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#3
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| That is not a HS craft. That is a displacement boat at 12 meter, 50 ton displacement. Is it an oil rig? |
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#4
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| Without considerably more data about what you want, the vessel and the context, you're not going to get much more the glib replies from the board members. |
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#5
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| I apologise. That was a typo. It was meant to be 5 tonnes. |
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#6
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| You can't possibly think that you've provided enough information to warrant a reasonable reply do you? The answer is . . . yes. |
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#7
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| This thread is making excellent progress, isn't it ? Keep up the good work, I say ! ![]() |
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#8
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| Probably because it is too easy. ![]() "The hydrodynamic load on the panel is calculated by dividing the panel into several strips. The flow over each strip and the corresponding pressure distribution is derived by a Wagner-type approach as described in [13]. The actual response of the panel is calculated by a modal approach. The generalised hydrodynamic forces are derived by integrating the pressure over each strip. The response and, in particular, the instantaneous velocities on each point of panel surface, are then obtained and summed to the overall rigid-body velocity to calculate the panel immersion and the hydrodynamic loads for the following time step. With a constant or decaying impact velocity, the maximum amplitude of response is attained during the first cycle of oscillation of the panel; hence the iteration is normally stopped after the first response peak is observed." ![]() An alternative approach to the design of structures exposed to slamming loads. P.F.Manganelli, M.A.Hobbs, SP Technologies, UK |
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#9
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| The Wagner impact theorem has a low angle deviation that's unacceptable to most. Are you recording peak pressures during transitional impact or maximum strains on impact or averaging pressures at impact? |
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#10
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| As a rule of thumb, with slamming loads, the people break before the boats. ![]() |
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#11
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| I see. Quite different from what I've heard. Strangely, another someone told med "Most importantly, we need to know the boat speed, length and displacement and also a little bit about the shape of the boat." to estimate the g's. May I know how you guys do it instead and what information you require? |
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