2004
DOI: 10.1016/j.cryogenics.2003.11.006
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Investigation on the pressure drop characteristics of cryocooler regenerators under oscillating flow and pulsating pressure conditions

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Cited by 31 publications
(18 citation statements)
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“…These average values were found to be larger than the corresponding steady-flow values by a factor of about one and one-half to two. Experimental results for the average Fanning friction factor in oscillating flow were presented by Nam et al [27][28][29]. Their data over the range Re % 2090 are correlated by the equation f osc ¼ 39:52=Re þ 0:01.…”
Section: Discussionmentioning
confidence: 95%
“…These average values were found to be larger than the corresponding steady-flow values by a factor of about one and one-half to two. Experimental results for the average Fanning friction factor in oscillating flow were presented by Nam et al [27][28][29]. Their data over the range Re % 2090 are correlated by the equation f osc ¼ 39:52=Re þ 0:01.…”
Section: Discussionmentioning
confidence: 95%
“…The steady flow model [8,9] results in major discrepancies between the predicted results and the experimental data. Recently, a new oscillating flow model [10,11] based on two non-dimensional parameters has been developed to overcome inaccuracy of the conventional flow model based on steady flow friction factor. A revised correlation of the friction factor has also been proposed [12] to improve the oscillating flow model of regenerator at cryogenic temperature by introducing the Valensi number and the expansion parameters.…”
Section: Introductionmentioning
confidence: 99%
“…Re = d 2 / is defined as the kinematic Reynolds number, following . It is also sometimes referred to as the Valensi number (Richardson, 1963 andChoi et al, 2004), or the non-dimensional frequency parameter (Berger and Wille, 1972). In thermoacoustics, the viscous penetration depth, , is often used as an alternative indication of the acoustic oscillation frequency.…”
Section: Normalisationmentioning
confidence: 99%