2001
DOI: 10.1016/s0017-9310(00)00218-0
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Stability of supercritical fluid flow in a single-channel natural-convection loop

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Cited by 122 publications
(31 citation statements)
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“…Figure 8 shows the contour plot of the measured mass flow rates, also indicating the zone of instability (black line) and the reference line (black dashed line). Chatoorgoon [49] previously postulated that the onset of thermo-hydraulic instabilities in a supercritical loop was linked to the peak of the power flow-to-map:…”
Section: Linear Stabilitymentioning
confidence: 99%
See 1 more Smart Citation
“…Figure 8 shows the contour plot of the measured mass flow rates, also indicating the zone of instability (black line) and the reference line (black dashed line). Chatoorgoon [49] previously postulated that the onset of thermo-hydraulic instabilities in a supercritical loop was linked to the peak of the power flow-to-map:…”
Section: Linear Stabilitymentioning
confidence: 99%
“…For a simplified loop case he was able to show good agreement between this criterion and his own numerical code. However, Jain and Uddin [30] later showed that the results of Chatoorgoon [49] were not independent of the time step or the spatial discretisation. By using smaller time steps and a finer grid, Jain and Uddin [30] obtained a converged solution that showed a transition to instability before the mass flow peak is reached.…”
Section: Linear Stabilitymentioning
confidence: 99%
“…The experimental research work recently carried out by Xiong et al (2012) and several numerical studies (Chatoorgoon, 2001;Gómez et al, 2008;Jain and Rizwan-uddin, 2008;Ambrosini and Sharabi, 2008;Sharabi et al, 2008;Ambrosini, 2009;Zhao et al, 2011;T'Joen et al, 2011;Ambrosini, 2011;Ampomah-Amoako and Ambrosini, 2013;Xiong et al, 2013) confirmed the possibility of flow induced DWOs for various fluids operating at supercritical conditions. The out-of-phase mode of oscillations in two parallel channels at supercritical conditions were experimentally observed by Xiong et al (2012) and then, the study was followed by a numerical investigation (Xiong et al, 2013) using a 1-D thermalhydraulic (TH) model.…”
Section: Introductionmentioning
confidence: 78%
“…Chatoorgoon (2001) analytically studied the flow instability of a simple rectangular open loop with supercritical water. Instability boundary was postulated to be at the peak point of the flow-power curve.…”
Section: Instability Studies Of Circulation Loop 23mentioning
confidence: 99%