2019
DOI: 10.1016/j.ijrefrig.2018.10.029
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Numerical modelling and experimental validation of a regenerative electrocaloric cooler

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Cited by 50 publications
(40 citation statements)
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“…Therefore, a higher fluid motion ensures a more homogenous fluid motion. The existence of an optimum fluid displacement amplitude was also observed by other groups, for example such as in [49] for electrocaloric regenerative cooling or in [17,50] for magnetocaloric regenerative cooling. In our experiment and simulation, the optimum displacement is found to be around 10% of the total length of the cooling system.…”
Section: Property Symbol Value Unitsupporting
confidence: 67%
“…Therefore, a higher fluid motion ensures a more homogenous fluid motion. The existence of an optimum fluid displacement amplitude was also observed by other groups, for example such as in [49] for electrocaloric regenerative cooling or in [17,50] for magnetocaloric regenerative cooling. In our experiment and simulation, the optimum displacement is found to be around 10% of the total length of the cooling system.…”
Section: Property Symbol Value Unitsupporting
confidence: 67%
“…Our model captures the first two irreversibilities. Previous studies on magnetocaloric cooling, elastocaloric cooling, and EC cooling have suggested approaches for capturing irreversibilities from the P ‐ E hysteresis loops, but none of them can be readily incorporated in our model due to a lack of experimental data.…”
Section: Methodsmentioning
confidence: 90%
“…• Electrocaloric effect: adiabatic temperature change by variation of electrical field [11] [12] • Barocaloric effect: adiabatic temperature change by variation of hydrostatic pressure [13] • Elastocaloric effect: adiabatic temperature change by variation of uniaxial mechanical stress [14] [15] • Magnetocaloric effect: adiabatic temperature change by variation of magnetic field [16] [17] In addition, the concept of the active regenerative cycle can be applied to these caloric effects. It allows the device to transfer heat up to the temperature scale in a useful temperature span for HVAC applications, which is much larger than the sole adiabatic temperature change due to the caloric effect [16].…”
Section: Magnetocaloric Technologymentioning
confidence: 99%