2011
DOI: 10.1007/bf03449294
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Maneuvering of two interacting ships in calm water

Abstract: The maneuvering of two interacting ships in calm water at Froude numbers less than ~0.2 and in water of infinite horizontal extent is studied based on an extended version of the maneuvering model for two ships by Skejic (2008). The time-varying interacting forces/moments and maneuvering hydrodynamic derivatives are obtained via a new method assuming 3D potential flow with a rigid-free-surface condition around non-lifting bodies. The two bodies can have any relative positions and move with any velocities in the… Show more

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Cited by 15 publications
(13 citation statements)
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“…Similarly, an attraction force can be expected when the ice moving away from the platform. This issue is studied before, for instance, in the scope of maneuvering of two interacting ships in [26]. To what extend this effect influence the motions of the ice, and how to include it for an object which oscillates in waves, needs further investigations.…”
Section: Hydrodynamic Interactionsmentioning
confidence: 99%
“…Similarly, an attraction force can be expected when the ice moving away from the platform. This issue is studied before, for instance, in the scope of maneuvering of two interacting ships in [26]. To what extend this effect influence the motions of the ice, and how to include it for an object which oscillates in waves, needs further investigations.…”
Section: Hydrodynamic Interactionsmentioning
confidence: 99%
“…The flow equations are solved using standard zero-order panels and Rankine sources with or without the effect of restricted water depth and channel walls [12,19]. Based on the solution of the source strength on the panels describing the bodies, the hydrodynamic forces on the ships are computed based on equations developed by Xiang and Faltinsen [30]. These equations are used to compute the complete set of hydrodynamic forces on all bodies.…”
Section: Ropesmentioning
confidence: 99%
“…Methods for calculation of sway force and yaw moments for two vessels moving under close proximity in deep-water and shallow-water conditions are presented by Tuck and Newman [16] and Yeung [17], respectively. Other numerical methods for predicting such forces and moments for two vessels moving under close proximity are also presented by Huang and Chen [18], Sutulo and Guedes Soares [19], Xiang and Faltinsen [20], King [21], Varyani and Krishnankutty [22] Xu et al [23], Sutulo et al [24], and Zhou et al [25]. A theoretical method to predict the sinkage and trim conditions of two moving vessels under parallel meeting and overtaking conditions is presented by Gourlay [26].…”
Section: B Ship Interactionsmentioning
confidence: 99%