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Effects of Wick Properties on Pressure Oscillations in a Capillary Pumped Loop

机译:芯吸特性对毛细管泵送回路中压力振荡的影响

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During ground testing and micro-g operation of Capillary pumped Loops (CPLs), oscillations of the system pressure drop have been observed. In some cases, it is highly probable that they contributed to deprimes of the system when the magnitude of the pressure oscillations exceeded the capillary limit of the wick. A hydrodynamic stability theory was proposed in 1994 to explain the oscillatory behavior of the CPL systems. The theory has given insight to the cause of pressure oscillations in CPL systems and their effect on system operation. The theory indicates that the pressure oscillations are a function of the system design parameters and the operational conditions. One of the system parameters which affects the pressure oscillations is the wick spring constant of the porous wick structure in the evaporator. The wick spring constant is determined from porosity, pore size and permeability of the wick. During the development of the capiliary heat transfer loops for the Earth Observing System Satellite (EOS) and the Capillary Pumped Loop 2 Flight Experiment (CAPL 2), several wicks were tested as part of the selection process for their CPL's capillary pumps. Each wick was tested in an identical loop using the same test procedures. It was observed that the different wicks produced different pressure oscillations under otherwise the same conditions. This paper will describe how the wick properties affect the pressure oscillations. A theoretical calculation of the wick spring constant which predicts the relative oscillatory trends will be presented for several different wicks. In addition these prediction will be compared with actual test data.
机译:在地面测试和毛细管泵回路(CPL)的微g操作期间,已观察到系统压降的振荡。在某些情况下,当压力振荡的幅度超过油芯的毛细管极限时,很有可能会导致系统性能下降。在1994年提出了一种流体动力稳定性理论来解释CPL系统的振荡行为。该理论对CPL系统中压力振荡的原因及其对系统运行的影响提供了见识。理论表明,压力振荡是系统设计参数和运行条件的函数。影响压力振荡的系统参数之一是蒸发器中多孔芯吸结构的芯吸弹簧常数。灯芯的弹簧常数由灯芯的孔隙率,孔径和磁导率确定。在开发用于地球观测系统卫星(EOS)的毛细管传热环路和进行毛细管抽运的环路2飞行实验(CAPL 2)的过程中,作为CPL毛细管泵选择过程的一部分,对几根油芯进行了测试。使用相同的测试步骤,在相同的回路中测试每个灯芯。观察到,在其他条件相同的情况下,不同的油芯会产生不同的压力振荡。本文将介绍油芯特性如何影响压力振荡。对于几种不同的芯,将给出芯吸弹簧常数的理论计算,该理论计算可预测相对的振荡趋势。此外,这些预测将与实际测试数据进行比较。

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