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A new finite element formulation based on the velocity of flow for water hammer problems

机译:基于水流速度的水锤问题新有限元公式

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The primary objective of this paper is to develop a simulation model for the fluid-structure interactions (FSI) that occur in pipeline systems mainly due to transient events such as rapid valve closing. The mathematical formulation is based on waterhammer equations, traditionally used in the literature, coupled with a standard beam formulation for the structure. A new finite element formulation, based on flow velocity, has been developed to deal with the valve closure transient excitation problems. It is shown that depending on the relative time-scales associated with the structure, fluid and excitation forces, there are situations where the structural vibration response increases with FSIs. This is in contrast to what is normally accepted in the literature, i.e. FSI reduces the structural displacements.
机译:本文的主要目的是为主要由于瞬态事件(例如快速关闭阀门)而发生在管道系统中的流固耦合(FSI)建立仿真模型。该数学公式基于传统上在文献中使用的水锤方程式,以及该结构的标准梁公式。已经开发了基于流速的新的有限元公式,以解决阀门关闭瞬态激励问题。结果表明,取决于与结构,流体和激励力相关的相对时间尺度,在某些情况下,结构振动响应随FSI的增加而增加。这与文献中通常接受的相反,即FSI减小了结构位移。

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