Experimental estimation of temporal and spatial resolution of coefficient of heat transfer in a channel using inverse heat transfer method

Abstract

In this research, a novel method to investigate the transient heat transfer coefficient in a channel is proposed, in which the water flow, itself, is considered both single-phase and two-phase. The experiments were designed to predict the temporal and spatial resolution of the Nusselt number. The inverse technique method is non-intrusive, in which time history of temperature is measured, using some thermocouples within the wall to provide input data for the inverse algorithm. The Tikhonov method is used as an inverse method. Error for estimation heat flux is around 0.06q mean. The temporal and spatial changes of heat flux, Nusselt number, vapor quality, convection number, and boiling number have all been estimated, showing that the estimated local Nusselt numbers of flow for without and with phase change are close to those predicted previously. This study suggests that the extended inverse technique can be successfully utilized to calculate the local time-dependent heat transfer coefficient of boiling flow.

Heat transfer and fluid flow analysis using nanofluids in diamond-shaped cavities with novel obstacles

“…The equations of continuity, energy and momentum are also presented in Table 3 ( Al-Ansary & Zeitoun, 2011;Arani et al, 2017;Heris et al, 2012;Kim et al, 2009;Patankar, 1980;Sadripour, 2019;Sadripour & Chamkha, 2019;Salari et al, 2020). The volume fraction/concentration equation for a two-phase mixture and the slip velocity are also in Table 3 ( Al-Ansary & Zeitoun, 2011;Aladdin et al, 2020;Arani et al, 2017;Corcione, 2011;Heris et al, 2012;Karami et al, 2020;Karimi et al, 2019;Kim et al, 2009;Patankar, 1980;Sadripour, 2019;Sadripour & Chamkha, 2019;Salari et al, 2020). The NFs' Re is also calculated using the equations in Table 3, where d p is the mean particle diameter.…”