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Dynamic behavior of conveying-fluid pipes with variable wall thickness through circumferential and axial directions

机译:通过圆周和轴向具有可变壁厚的输送流体管的动态行为

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In addition to the traditional hollow circular sections used in marine structures, other hollow sections have attracted the attention of architects and design engineers due to their mechanical characteristics such as torsional rigidity and local strength against impact loading. The purpose of this study is to investigate dynamic response of pipes conveying fluid with variable wall thickness through both circumferential and axial directions. Pipes with variable wall thickness have different flexural rigidities about two different principal axes. This property allows these pipes to be oriented efficiently, meet various design requirements and resist the applied loads. The results of this investigation provide a better insight into the physics and dynamic behavior of noncircular pipes conveying fluid. Two different geometries are studied, (i) the pipe is assumed with a general non-circular cross section with variable wall thickness along the circumferential direction, (ii) both inner and outer boundaries of the pipe cross section are assumed to be circles whereas the wall thickness of the pipe along axial direction is varied with a specified function. The governing differential equations of the problem are derived using Timoshenko beam theory with the effect of shear deformation included in the formulation. The discretization of the problem domain is done using the finite element method. Consequently, a modal analysis is employed to calculate the critical flow velocities of the pipe with clamped-clamped end conditions. The effects of different cross sections on the critical flow velocity are investigated. The importance of Coriolis forces on the presence of coupled-mode flutter and re-stabilization point are also discussed for different values of mass ratio.
机译:除了在海洋结构中使用的传统中空圆形部分之外,由于其机械特性,其他中空部分引起了建筑师和设计工程师的注意力,例如扭转刚度和局部强度。本研究的目的是研究管道传送流体的动态响应,通过圆周和轴向传送可变壁厚的流体。具有可变壁厚的管道具有关于两个不同主轴的不同弯曲刚度。此属性允许这些管道有效定向,满足各种设计要求并抵抗所施加的负载。该研究的结果提供了更好地了解非晕包输送流体的物理和动态行为。研究了两个不同的几何形状,(i)管道用沿圆周方向具有可变壁厚的一般非圆形横截面,(ii)假设管道横截面的内部和外边界是圆圈的管道沿轴向方向的壁厚随特定功能而变化。问题的控制微分方程是使用Timoshenko光束理论来源的,其具有包括在制剂中的剪切变形的效果。问题域的离散化是使用有限元方法完成的。因此,采用模态分析来计算具有夹紧夹紧的端部条件的管的临界流速。研究了不同横截面对临界流速的影响。对于不同的质量比值,还讨论了科里奥利力对耦合模式颤动和再稳定点的存在的重要性。

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