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Accuracy evaluation of 3D time-domain Green function in infinite depth

机译:无限深度3D时域绿色函数的精度评估

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An accurate evaluation of three-dimensional (3D) Time-Domain Green Function (TDGF) in infinite water depth is essential for ship’s hydrodynamic analysis. Various numerical algorithms based on the TDGF properties are considered, including the ascending series expansion at small time parameter, the asymptotic expansion at large time parameter and the Taylor series expansion combines with ordinary differential equation for the time domain analysis. An efficient method (referred as “Present Method”) for a better accuracy evaluation of TDGF has been proposed. The numerical results generated from precise integration method and analytical solution of Shan et?al. (2019) revealed that the “Present method” provides a better solution in the computational domain. The comparison of the heave hydrodynamic coefficients in solving the radiation problem of a hemisphere at zero speed between the “Present method” and the analytical solutions proposed by Hulme (1982) showed that the difference of result is small, less than 3%.
机译:无限水深三维(3D)时域绿色功能(TDGF)的准确评估对于船舶的流体动力学分析至关重要。考虑了基于TDGF属性的各种数值算法,包括小时间参数的升序串联膨胀,大时间参数的渐近膨胀和泰勒序列扩展与常规方程相结合,以进行时域分析。提出了一种有效的方法(称为“当前方法”),提出了针对TDGF的更好的准确性评估。 Shan等中的精确集成方法和分析解生成的数值结果。 (2019)揭示“当前方法”在计算领域提供更好的解决方案。在“本方法”(1982)中提出的“本方法”与分析解决方案(1982)之间求解半球辐射问题的升力问题的比较表明,结果差异小,小于3%。

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