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Hull form optimization in waves based on CFD technique

机译:基于CFD技术的波浪船体优化

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摘要

The seakeeping behavior of a ship in waves is different from its behavior in calm water. The resistance and seakeeping performance of a ship are of great importance and must be considered in the early-stage design of a ship’s hull form design. Therefore, this paper proposes a hull form optimization framework aiming to achieve the minimum total resistance in waves using a CFD technique. A sinusoidal wave is adopted to establish the numerical wave tank and the overset mesh technique is used to facilitate the motions of the ships in question. Considering the motions of pitching and heaving, the total resistance of the hull in waves is regarded as the objective function which is calculated using the Reynolds averaged Navier–Stokes (RANS) method. The arbitrary shape deformation (ASD) technique is used to change the geometry. Under displacement and design variables, a hybrid algorithm is developed to evaluate the objective function combining the optimal Latin hypercube design (Opt LHD) and the non-linear programming by quadratic Lagrangian (NLPQL) algorithm. Finally, two examples of hull form optimization are presented and discussed for David Taylor Model Basin (DTMB) model 5512 and WIGLEY III cases. The results show the effectiveness of the optimization framework developed in the present study, which can lay the foundation for further optimization of full-scale ships.
机译:船舶在波浪中的航海行为不同于其在平静水中的行为。船舶的抵抗力和航海性能至关重要,必须在船体外形设计的早期设计中予以考虑。因此,本文提出了一种船体形式优化框架,旨在使用CFD技术实现波浪中的最小总阻力。采用正弦波来建立数值波箱,并使用过冲网格技术来促进相关船舶的运动。考虑俯仰和起伏的运动,船体在波浪中的总阻力被视为目标函数,该目标函数是使用雷诺平均Navier–Stokes(RANS)方法计算的。任意形状变形(ASD)技术用于更改几何形状。在位移和设计变量下,开发了一种混合算法来评估目标函数,该函数结合了最佳拉丁超立方体设计(Opt LHD)和采用二次拉格朗日(NLPQL)算法的非线性编程。最后,针对戴维·泰勒模型盆地(DTMB)5512模型和WIGLEY III案例,提出并讨论了船体形式优化的两个示例。结果表明,本研究开发的优化框架是有效的,可为进一步优化大型船舶奠定基础。

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