2002
DOI: 10.1016/s0029-8018(01)00021-x
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Design of passive anti-roll tanks for roll stabilization in the nonlinear range

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Cited by 43 publications
(6 citation statements)
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“…The water tanks in the experimental ship model are filled with water to simulate the fullload state without the FSE, and different proportions of free-liquid loads are configured in some tanks to simulate the FSE. (12)(13)(14)16) Because the FSE will reduce the metacentric height and affect the ship stability, we calculate the rolling coefficient under various conditions. In this study, the inclination test is used to obtain the center of gravity above the keel (KG) (10,12,15) and the rolling coefficient of the empty ship.…”
Section: Experimental Methodsmentioning
confidence: 99%
“…The water tanks in the experimental ship model are filled with water to simulate the fullload state without the FSE, and different proportions of free-liquid loads are configured in some tanks to simulate the FSE. (12)(13)(14)16) Because the FSE will reduce the metacentric height and affect the ship stability, we calculate the rolling coefficient under various conditions. In this study, the inclination test is used to obtain the center of gravity above the keel (KG) (10,12,15) and the rolling coefficient of the empty ship.…”
Section: Experimental Methodsmentioning
confidence: 99%
“…For more details about this model, see Youssef et al (2002). In this comparison, the seaway is assumed to be regular and the wave amplitude is taken to be 0.01; i.e.…”
Section: *! 89986g B9 G4a> @4ff 4a7 7<fge<5hg<ba B9 G4a> Gh58fmentioning
confidence: 99%
“…They found that a well-tuned, well-designed tank can be very effective in reducing the roll motion. Youssef et al (2002) studied roll stabilization by passive antiroll tanks, taking into account all six degrees of freedom of the ship motion; however, they used the one-degree-of-freedom (1DOF) equation to describe motion, presented by Abdel Gawad et al (2000). They studied unstabilized and stabilized roll motions of a S60-70 ship with forward speed and beam waves.…”
mentioning
confidence: 99%
“…Usual controls for draught, roll stabilisation, dynamic positioning and control of nonlinear oscillations require detailed dynamic models for reaching high-quality performance (Youssef et al, 2002;Gawad et al, 2001;Fajinmi and Brown, 1999;Aamo and Fossen, 1999). Also stability analysis of nonlinear dynamics demands parameterised models in order to apply modern mathematical tools (Kreuzer et al, 2002;Gottlieb and Yim, 1993;Umar and Datta, 2003;Gottlieb and Yim, 1997;Kim and Bernitsas, 2001).…”
mentioning
confidence: 99%