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Hydroelastic slamming response in the evolution of a flip-through event during shallow-liquid sloshing

机译:浅层液体晃荡过程中翻转事件演变过程中的水弹性撞击响应

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The evolution of a flip-through event [6] upon a vertical, deformable wall during shallow-water sloshing in a 2D tank is analyzed, with specific focus on the role of hydroelasticity. An aluminium plate, whose dimensions are Froude-scaled in order to reproduce the first wet natural frequency associated with the typical structural panel of a Mark III containment system, is used. (Mark III Containment System is a membrane-type tank used in the Liquefied Natural Gas (LNG) carrier to contain the LNG. A typical structural panel is composed by two metallic membranes and two independent thermal insulation layers. The first membrane contains the LNG, the second one ensures redundancy in case of leakage.) Such a system is clamped to a fully rigid vertical wall of the tank at the vertical ends while being kept free on its lateral sides. Hence, in a 2D flow approximation the system can be suitably modelled, as a double-clamped Euler beam, with the Euler beam theory. The hydroelastic effects are assessed by cross-analyzing the experimental data based both on the images recorded by a fast camera, and on the strain measurements along the deformable panel and on the pressure measurements on the rigid wall below the elastic plate. The same experiments are also carried out by substituting the deformable plate with a fully stiff panel. The pressure transducers are mounted at the same positions of the strain gauges used for the deformable plate. The comparison between the results of rigid and elastic case allows to better define the role of hydroelasticity. The analysis has identified three different regimes characterizing the hydroelastic evolution: a quasi-static deformation of the beam (regime I) precedes a strongly hydroelastic behavior (regime II), for which the added mass effects are relevant; finally, the free-vibration phase (regime III) occurs. A hybrid method, combining numerical modelling and experimental data from the tests with fully rigid plate is proposed to examine the hydroelastic effects. Within this approach, the measurements provide the experimental loads acting on the rigid plate, while the numerical solution enables a more detailed analysis, by giving additional information not available from the experimental tests. More in detail, an Euler beam equation is used to model numerically the plate with the added-mass contribution estimated in time. In this way the resulting hybrid method accounts for the variation of the added mass associated with the instantaneous wetted length of the beam, estimated from the experimental images.Moreover, the forcing hydrodynamic load is prescribed by using the experimental pressure distribution measured in the rigid case. The experimental data for the elastic beam are compared with the numerical results of the hybrid model and with those of the standard methods used at the design stage. The comparison against the experimental data shows an overall satisfactory prediction of the hybrid model. The maximum peak pressure predicted by the standard methods agrees with the result of the hybrid model only when the added mass effect is considered. However, the standard methods are not able to properly estimate the temporal evolution of the plate deformation.
机译:分析了在二维水箱中浅水晃动期间垂直,可变形壁上的翻转事件[6]的演变,特别关注了水弹性的作用。使用铝板,其尺寸为弗洛德比例,以便再现与Mark III密闭系统的典型结构板相关的第一湿固有频率。 (Mark III密闭系统是一种膜式储罐,用于液化天然气(LNG)载体中以容纳LNG。典型的结构面板由两个金属膜和两个独立的隔热层组成。第一个膜包含LNG,这样的系统在垂直端被固定在储罐的完全刚性的垂直壁上,同时在其侧面保持自由。因此,在2D流量近似中,可以使用Euler束理论将系统适当地建模为双夹紧Euler束。通过基于快速相机记录的图像,沿可变形面板的应变测量以及在弹性板下方的刚性壁上的压力测量,对实验数据进行交叉分析,可以评估水弹性效应。通过将可变形板替换为完全坚硬的面板,也可以进行相同的实验。压力传感器安装在用于可变形板的应变仪的相同位置。刚性和弹性情况的结果之间的比较可以更好地定义水弹性的作用。分析确定了表征水弹性演化的三种不同状态:梁的准静态变形(区域I)先于强烈的水弹性行为(区域II),这与附加的质量效应有关;最后,发生自由振动阶段(方案III)。提出了一种混合方法,将数值模型和试验数据与全刚性板相结合,以研究水弹性效应。在这种方法中,测量值提供了作用在刚性板上的实验载荷,而数值解决方案通过提供实验测试中没有的其他信息,可以进行更详细的分析。更详细地,使用Euler束方程对板进行数值建模,并及时估计附加质量贡献。这样,所得的混合方法考虑了根据实验图像估算的与梁的瞬时湿润长度相关的附加质量变化。此外,通过使用在刚性情况下测得的实验压力分布来规定强迫流体动力载荷。将弹性梁的实验数据与混合模型的数值结果以及设计阶段使用的标准方法的数值结果进行了比较。与实验数据的比较显示了混合模型的总体令人满意的预测。仅当考虑了附加质量效应时,通过标准方法预测的最大峰值压力才与混合模型的结果一致。但是,标准方法不能正确估计板变形的时间演变。

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