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支撑剑结构对水下航行器拖曳阻力影响及修正方法研究

RESEARCH ON THE INFLUENCE OF SUPPORT SWORD STRUCTURE ON THE DRAG RESISTANCE OF UNDERWATER VEHICLES AND CORRECTION METHOD

  • 摘要: 拖曳水池实验是获取水下航行器阻力参数的重要手段. 然而, 用于连接模型的支撑剑结构会引入显著的流场干扰, 尤其在不同潜深下与自由液面的耦合作用使问题更为复杂, 严重影响阻力数据测量的准确性. 针对上述问题, 本文采用拖曳水池实验与计算流体动力学(CFD)相结合的方法, 系统研究了不同潜深下支撑剑结构对水下航行器总阻力及其压差阻力、摩擦阻力分量的影响, 并依据国际拖曳水池会议(International Towing Tank Conference,ITTC)规程对实验进行了不确定度分析, 并在此基础上建立了一套基于CFD阻力分量的支撑剑干扰修正方法. 该方法的核心在于对压差阻力进行修正, 同时借鉴平板摩擦阻力公式对摩擦阻力进行拟合, 进而得到修正后的总阻力. 结果表明, 支撑剑对总阻力的影响主要源于支撑剑与航行器连接处的压力突变, 以及二者尾流的耦合效应, 导致压差阻力大幅增加. 通过研究获得拟合的摩擦阻力系数经验公式和修正的压差阻力系数, 得到总阻力系数的修正结果, 有效减少了支撑剑对水下航行器阻力测量的影响, 提升了实验数据的准确性.

     

    Abstract: Towing tank tests are a crucial method for determining the hydrodynamic resistance parameters of underwater vehicles, which are essential for predicting operational performance and optimizing hull design. However, the indispensable support strut used for model mounting introduces significant parasitic effects and flow field disturbances. This issue is complicated by the coupled interaction with the free surface at varying submergence depths, which severely compromises the accuracy and fidelity of resistance measurements.To address this challenge, this study employs a hybrid methodology that combines physical towing tank experiments with high-fidelity Computational Fluid Dynamics (CFD). This approach facilitates a systematic investigation into the strut's influence on the total resistance of an underwater vehicle, as well as its constituent components of pressure and frictional drag, across a comprehensive range of depths. To validate the baseline data, a rigorous uncertainty analysis of the experiments was also conducted in accordance with the International Towing Tank Conference (ITTC) guidelines. Building upon these analytical findings, a systematic strut interference correction methodology was formulated based on the specific resistance components decomposed via CFD. The fundamental core of this method lies in rigorously correcting the pressure resistance, simultaneously, the frictional resistance is determined by fitting the classical theoretical flat plate friction formula, thereby enabling the calculation of the final corrected total resistance. The results reveal that the strut's impact on total resistance stems primarily from two mechanisms: abrupt pressure variations at the strut-hull intersection and the complex, coupled hydrodynamic interaction of their respective wakes. These phenomena lead to a substantial, erroneous increase in the measured pressure drag. The study ultimately yields an empirical formula for the frictional drag coefficient and a targeted correction for the pressure drag coefficient. These are synthesized to produce a more accurate total drag coefficient, effectively mitigating the interference effects of the support strut and enhancing the overall reliability and practical value of experimental data.

     

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