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Elastic Response of Acoustic Coating on Fluid-Loaded Rib-Stiffened Cylindrical Shells

机译:流体加载肋肋圆柱壳上声学涂层的弹性响应

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摘要

Reinforced cylindrical shells are used in numerous industries; common examples include undersea vehicles, aircraft, and industrial piping. Current models typically incorporate approximation theories to determine shell behavior, which are limited by both thickness and frequency. In addition, many applications feature coatings on the shell interior or exterior that normally have thicknesses which must also be considered. To increase the fidelity of such systems, this work develops an analytic model of an elastic cylindrical shell featuring periodically spaced ring stiffeners with a coating applied to the outer surface. There is an external fluid environment. Beginning with the equations of elasticity for a solid, spatial-domain displacement field solutions are developed incorporating unknown wave propagation coefficients. These fields are used to determine stresses at the boundaries of the shell and coating, which are then coupled with stresses from the stiffeners and fluid. The stress boundary conditions contain double-index infinite summations, which are decoupled, truncated, and recombined into a global matrix equation. The solution to this global equation results in the displacement responses of the system as well as the exterior scattered pressure field. An incident acoustic wave excitation is considered. Thin-shell reference models are used for validation, and the predicted system response to an example simulation is examined. It is shown that the reinforcing ribs and coating add significant complexity to the overall cylindrical shell model; however, the proposed approach enables the study of structural and acoustic responses of the coupled system.
机译:钢筋圆柱壳在许多行业中都使用过。常见的例子包括海底车辆,飞机和工业管道。当前的模型通常结合近似理论来确定壳的行为,壳的行为受厚度和频率的限制。另外,许多应用在外壳内部或外部具有通常必须考虑厚度的涂层。为了提高此类系统的保真度,这项工作建立了一个弹性圆柱壳的分析模型,该圆柱壳的特征是周期性地间隔开环形加劲肋,并在其外表面施加了涂层。存在外部流体环境。从固体的弹性方程开始,开发了包含未知波传播系数的空间域位移场解决方案。这些场用于确定壳体和涂层边界处的应力,然后将其与来自加强筋和流体的应力耦合。应力边界条件包含双索引无限求和,这些求和被解耦,截断并重新组合为全局矩阵方程。该全局方程的解导致系统的位移响应以及外部散射压力场。考虑入射声波激励。薄壳参考模型用于验证,并且检查了对示例仿真的预测系统响应。结果表明,加强筋和涂层大大增加了整个圆柱壳模型的复杂性。然而,所提出的方法使得能够研究耦合系统的结构和声学响应。

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  • 来源
    《Journal of Vibration and Acoustics》 |2019年第1期|011020.1-011020.9|共9页
  • 作者单位

    Virginia Polytech Inst & State Univ, Dept Mech Engn, Blacksburg, VA 24061 USA;

    Virginia Polytech Inst & State Univ, Dept Mech Engn, Blacksburg, VA 24061 USA;

    Naval Undersea Warfare Ctr Div, Undersea Warfare Weap Vehicles & Def Syst Dept, Newport, RI 02841 USA;

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