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首页> 外文期刊>Journal of Fluids and Structures >Modification of equation of motion of fluid-conveying pipe for laminar and turbulent flow profiles
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Modification of equation of motion of fluid-conveying pipe for laminar and turbulent flow profiles

机译:层流和湍流剖面流体输送管运动方程的修正

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摘要

Considering the non-uniformity of the flow velocity distribution in fluid-conveying pipes caused by the viscosity of real fluids, the centrifugal force term in the equation of motion of the pipe is modified for laminar and turbulent flow profiles. The flow-profile-modification factors are found to be 1.333, 1.015-1.040 and 1.035-1.055 for laminar flow in circular pipes, turbulent flow in smooth-wall circular pipes and turbulent flow in rough-wall circular pipes, respectively. The critical flow velocities for divergence in the above-mentioned three cases are found to be 13.4%, 0.74-1.9% and 1.7-2.6%, respectively, lower than that with plug flow, while those for flutter are even lower, which could reach 36% for the laminar flow profile. By introducing two new concepts of equivalent flow velocity and equivalent mass, fluid-conveying pipe problems with different flow profiles can be solved with the equation of motion for plug flow.
机译:考虑到由实际流体的粘度引起的流体输送管道中流速分布的不均匀性,针对层流和湍流剖面修改了管道运动方程中的离心力项。对于圆管中的层流,光滑壁圆管中的湍流和粗糙壁圆管中的湍流,流量分布修正因子分别为1.333、1.015-1.040和1.035-1.055。在上述三种情况下,发散的临界流速分别为13.4%,0.74-1.9%和1.7-2.6%,低于采用塞流的流速,而用于颤动的流速甚至更低,可以达到层流剖面的36%。通过引入等效流速和等效质量的两个新概念,可以利用活塞流的运动方程式来解决具有不同流速分布的输液管道问题。

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