Shock and Vibration · 2018 · 12 citations · 13 references
EngineeringCivil EngineeringMechanical EngineeringFinite Element AnalysisHydraulic EngineeringVibrationDynamic Response AnalysisDynamic Structural ResponseFluid-structure InteractionStructural Response AnalysisStructural VibrationVibration AnalysisDisplacementEquation Of Motion FormulationFinite Element Dynamic AnalysisHamilton's PrincipleHard Rock TunnelingPressure Fluctuation AnalysisStiffnessTransmission Efficiency
The basic vibration generated during the tunneling process of hard rock tunnel results in the change of the support stiffness of the hydraulic pipe, which causes the problem of reduction of pipe transmission efficiency. A transverse motion equation of the hydraulic pipe was established by correlating with Hamilton’s principle under basic vibration. In consideration of the fluid‐structure interaction (FSI), the support was simplified as an equivalent and a spring. The bidirectional fluid‐solid coupling analysis method was used to investigate dynamic characteristics of the pipeline under different support stiffness conditions. The finite element method (FEM) and the experimental analysis are applied to verify the proposed methodology. The numerical results show that the maximum displacement of the pipe decreases with the increase of the support stiffness; the maximum stress of the pipe decreases first and then increases with the increase of the support stiffness; the amplitude of the fluid pressure fluctuation at the outlet of the pipe increases with the increase of the support stiffness. But the fluid pressure fluctuation with the higher stiffness is first stable, which can indicate that the support stiffness can increase the damping of the pipe system. This study can get a significant access to the structural design of the pipeline under basic vibration.
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Pipes Conveying Fluid: A Model Dynamical Problem
Michael P. Paı̈doussis, G.X. Li · Journal of Fluids and Structures · 1993 · 490 citations
Fsi Analysis of Liquid-Filled Pipes
Lina Zhang, Arris S. Tijsseling, E.A. Vardy · Journal of Sound and Vibration · 1999 · 141 citations