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Article Dans Une Revue Journal of Fluids and Structures Année : 2018

Time-domain numerical simulations of a loosely supported tube subjected to frequency-dependent fluid–elastic forces

Résumé

Flow-induced vibrations of heat-exchanger tubes are extensively studied in the nuclear industry for safety reasons. Adequate designs, such as anti-vibration bars in PWR steam generators, prevent excessive vibrations provided the tubes are well supported. Nevertheless, degraded situations where the tube/support gaps would widen, must also be considered. In such a case, the tubes become loosely supported and may exhibit vibro-impacting responses due to both turbulence and fluid–elastic coupling forces induced by the cross-flow. This paper deals with the predictive analysis of such a nonlinear situation, given the necessity of taking into account both the strong impact nonlinearity due to the gap and the linearized fluid–elastic forces. In time-domain numerical simulations, computation of flow-coupling forces defined in the frequency-domain is a delicate problem. We recently developed an approach based on a hybrid time–frequency method. In the present paper a more straightforward and effective technique, based on the convolution of a flow impulse response pre-computed from the frequency-domain coefficients, is developed. Illustrative results are presented and discussed, in connection with the previous hybrid method and with experiments. All results agree in a satisfactory manner, validating both computational methods, however the convolutional technique is faster than the hybrid method by two orders of magnitude. Finally, to highlight the subtle self-regulating frequency effect on the stabilization of such system, additional demonstrative computations are presented.
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Dates et versions

hal-03988269 , version 1 (14-02-2023)

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Philippe Piteau, Laurent Borsoi, Xavier Delaune, Jose Antunes. Time-domain numerical simulations of a loosely supported tube subjected to frequency-dependent fluid–elastic forces. Journal of Fluids and Structures, 2018, 81, pp.383-398. ⟨10.1016/j.jfluidstructs.2018.05.003⟩. ⟨hal-03988269⟩
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