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Characteristics of higher-harmonic breaking wave forces and secondary load cycles on a single vertical circular cylinder at different Froude numbers

机译:不同弗洛德数的单个垂直圆柱上高次谐波的破碎波力和二次载荷循环的特性

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A 3D numerical two-phase flow model based on solving Unsteady Reynolds-averaged Navier-Stokes (URANS) equations has been used to simulate spilling breaking waves past a single vertical cylinder installed at the edge of a 1: 10 slope. The volume of fluid (VOF) method is employed to capture the free surface, and the k - omega Shear-Stress Transport (k - omega SST) turbulence model is used to simulate turbulence effects. Mesh and time-step refinement studies have been conducted by examining the free surface elevations in front of the cylinder and the total horizontal wave forces on the cylinder. These two quantities have also been compared with experimental data from Irschik et al. [21] to validate the present numerical model. The present numerical results are in good agreement with the measured data. The process of breaking waves past the cylinder is described and explained. Moreover, the 'secondary load cycle' phenomenon which may lead to higher-harmonic structural response is observed. The characteristics of higher-harmonic wave forces are discussed further at different Froude numbers by changing cylindrical diameters and incident wave properties for both breaking and non-breaking wave cases. For non-breaking wave cases, pronounced secondary load cycles are observed for the Froude number exceeding about 0.4, and the magnitudes of the secondary loads are about 8.1%-12.6% of the peak-to-peak wave force (crest to trough value). However, for breaking wave cases, the critical value of the Froude number to observe the pronounced secondary load cycles reduces to 0.35. The relative magnitude of the secondary load to the peak-to-peak wave force reduces to a range of 2.4%-7.6% due to the high slamming force. The duration of the secondary load cycle is not greater than 0.242T for all the cases, where T is incident wave period. For a vertical cylinder with a larger diameter, the pronounced secondary load cycle occurs with a larger wave steepness.
机译:基于求解不稳定的雷诺平均Navier-Stokes(URANS)方程的3D数值两相流模型已被用于模拟通过安装在1:10坡度边缘的单个垂直圆柱体溢出的破裂波。流体体积(VOF)方法用于捕获自由表面,k-ω剪切-应力迁移(k-ωSST)湍流模型用于模拟湍流效应。通过检查圆柱体前面的自由表面高度和圆柱体上的总水平波浪力,进行了网格划分和时步细化研究。这两个量也已与Irschik等人的实验数据进行了比较。 [21]验证当前的数值模型。本数值结果与实测数据吻合良好。描述和解释了通过波筒突破波浪的过程。此外,观察到可能导致更高谐波结构响应的“二次载荷循环”现象。在不同的弗洛德数下,通过改变圆柱直径和入射波特性(对于破波和非破波情况),进一步讨论了高谐波波力的特性。对于非破波情况,对于弗劳德数超过约0.4的情况,观察到明显的次级载荷循环,次级载荷的大小约为峰峰波动力(波峰至谷值)的8.1%-12.6% 。但是,对于碎波情况,用于观察明显的二次负荷循环的弗洛德数的临界值降低至0.35。由于高的撞击力,次级负载相对于峰峰值波力的相对大小减小到2.4%-7.6%的范围。在所有情况下,T为入射波周期,次级负载周期的持续时间均不大于0.242T。对于具有较大直径的垂直圆柱体,在较大的波陡度下会出现明显的二次负载循环。

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