Abstract
Al2O3 nanoparticles are widely dispersed in heat-transfer fluids to form nanofluids with a tailored thermophysical response, because their addition modifies thermal conductivity, viscosity, heat capacity, and consequently the transient thermal behaviour of the fluid–solid system. In this study, the coupled effects of Al2O3 nanoparticle loading and solid-wall thickness on the transient response of a thick-walled microtube heated over a finite length at low flow rate, as in heated microfluidic devices, are investigated by numerical simulation. A finite-volume conjugate model with Navier slip is solved directly in the time and frequency domains, with quantified grid and time-step uncertainty. For a wall with ten times the volumetric heat capacity of water, raising the wall-to-radius ratio from to lengthens the response time -fold, lowers the cut-off frequency -fold and conducts of the heat upstream of the heater; for glass and PDMS walls the response time grows only –-fold. This attenuation is capacitive and system-level; up to the trans-wall transfer function stays above . Loading up to vol% shortens the response time by – at fixed Peclet number; at constant flow rate it raises the heat transfer coefficient by but, under the Maiga correlations, nearly triples the pumping power.