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Prediction of Ship Unsteady Maneuvering in Calm Water by a Fully Nonlinear Ship Motion Model

机译:完全非线性船舶运动模型预测在平静水中的船舶非平稳操纵

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This is the continuation of our research on development of a fully nonlinear, dynamically consistent, numerical ship motion model (DiSSEL). In this study we will report our results in predicting ship motions in unsteady maneuvering in calm water. During the unsteady maneuvering, both the rudder angle, and ship forward speed vary with time. Therefore, not only surge, sway, and yaw motions occur, but roll, pitch and heave motions will also occur even in calm water as heel, trim, and sinkage, respectively. When the rudder angles and ship forward speed vary rapidly with time, the six degrees-of-freedom ship motions and their interactions become strong. To accurately predict the six degrees-of-freedom ship motions in unsteady maneuvering, a universal method for arbitrary ship hull requires physics-based fully-nonlinear models for ship motion and for rudder forces and moments. The numerical simulations will be benchmarked by experimental data of the Pre-Contract DDG51 design and an Experimental Hull Form. The benchmarking shows a good agreement between numerical simulations by the enhancement DiSSEL and experimental data. No empirical parameterization is used, except for the influence of the propeller slipstream on the rudder, which is included using a flow acceleration factor.
机译:这是我们对开发完全非线性,动态一致的数值船运动模型(DiSSEL)的研究的继续。在这项研究中,我们将报告我们在预测在平静水中不稳定航行时船舶运动的结果。在非稳定操纵过程中,舵角和前进速度均随时间变化。因此,不仅发生浪涌,摇摆和偏航运动,而且即使在平静的水中,分别发生横倾,纵倾和下沉,也将发生横摇,俯仰和升沉运动。当舵角和船舶前进速度随时间快速变化时,六个自由度的船舶运动及其相互作用将变得很强。为了准确地预测非平稳操纵中的六个自由度船舶运动,一种适用于任意船体的通用方法需要基于物理的船舶运动以及舵力和力矩的完全非线性模型。数值模拟将以合同前DDG51设计的实验数据和实验船体形式为基准。基准测试显示增强DiSSEL进行的数值模拟与实验数据之间的良好一致性。除了螺旋桨滑流对舵的影响外,没有使用经验参数化,这是通过使用流动加速因子来实现的。

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  • 来源
    《Modelling and simulation in engineering》 |2012年第1期|468029.1-468029.11|共11页
  • 作者单位

    Hydromechanics Department, David Taylor Model Basin, NSWCCD, 9500 MacArthur Boulevard, West Bethesda, MD 20817-5700, USA;

    Hydromechanics Department, David Taylor Model Basin, NSWCCD, 9500 MacArthur Boulevard, West Bethesda, MD 20817-5700, USA;

    Hydromechanics Department, David Taylor Model Basin, NSWCCD, 9500 MacArthur Boulevard, West Bethesda, MD 20817-5700, USA;

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