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Computation of Propeller-Hull Interaction using Simple Body-Force Distribution Model around Series 60 C_B = 0.6

机译:围绕60 C_B = 0.6的简单体力分布模型计算螺旋桨与船壳的相互作用

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摘要

The simple body-force distribution model by quasi-steady blade element theory is coupled with the Reynolds averaged Navier-Stokes (RANS) code CFDSHIP-IOWA to study the propeller-hull interaction. The ship model is Series S60 (C_B = 0.6) ship model without hub, without rudder and the propeller is a right-handed 5 blade fixed pitch Modified-AU methodical series type which is treated as infinite bladed model. Computations are performed for the ship sailing straight ahead with- and without propeller. In the without propeller case, the bare-hull results are made sure for confirmation with the experimental data to prove the magnitude of the flow field quantities with fair agreement. The computations are performed while the propeller model is working on various propeller loadings and the results of propulsive performances and flow fields in the wake regions are compared with the EFD data. Summarizing the results, the present propeller model proves its capabilities on the studies of propeller-hull interaction with much less computational effort and verifies its possibility for the load varying case.
机译:通过准稳态叶片单元理论将简单的力分布模型与雷诺平均Navier-Stokes(RANS)代码CFDSHIP-IOWA耦合,以研究螺旋桨-船体相互作用。船舶模型为S60系列(C_B = 0.6),无毂,无舵,螺旋桨为右旋5叶片固定螺距Modified-AU方法系列,被视为无限叶片模型。对于有或没有螺旋桨的直线航行的船舶进行计算。在没有螺旋桨的情况下,可以确保裸机结果与实验数据相符,以公平地证明流场数量的大小。在螺旋桨模型处理各种螺旋桨载荷时执行计算,并将尾流区域的推进性能和流场结果与EFD数据进行比较。总结结果,本螺旋桨模型以较少的计算量证明了其在螺旋桨-船体相互作用研究中的能力,并验证了其在载荷变化情况下的可能性。

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  • 来源
    《日本船舶海洋工学会論文集》 |2013年第2013期|17-27|共11页
  • 作者单位

    Department of Naval Architecture and Ocean Engineering, Osaka University;

    Department of Naval Architecture and Ocean Engineering, Osaka University;

    Department of Naval Architecture and Ocean Engineering, Osaka University;

    Department of Naval Architecture and Ocean Engineering, Osaka University;

    IIHR - Hydro science & Engineering, the University of Iowa, Iowa City, IA, 52242, USA;

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