Mathematical modelling and sensitivity analysis of solar photovoltaic panel integrated with phase change material

Tao Ma, Jiaxin Zhao () and Zhenpeng Li

Applied Energy, 2018, vol. 228, issue C, 1147-1158

Abstract: It is reported that every degree rise in photovoltaic (PV) temperature could lead to a decrease in electricity output by 0.4–0.65%. Phase change material (PCM), which could absorb great amount of heat without raising the temperature of itself, is employed in this study to control PV module temperature and increase power generation. This kind of integrated system is the so-called PV-PCM system. In recent years, some work has already been conducted in using PCM for PV panel thermal regulation both numerically and experimentally, while some issues are still unsolved or unclear, for example, limited number of cases in simulation, difficulties in modelling PCM convective effect, the impact and uncertainty resulting from some common assumptions in numerical simulation. To examine these issues, an improved thermal resistance model through applying enhanced conductivity method is developed to incorporate PCM convective effect in 1-D model, offering a good compromise between accuracy and simplicity. The numerical simulation result illustrates that neglecting PCM convective and radiative heat transfer will cause significant errors. Finally, based on simulation of over 300 cases, the two-variable analysis demonstrates that every 100 W/m2 increase in solar radiation can lead to about 5 °C increase in peak temperature, and an optimal performance can be achieved when the melting temperature of PCM is slightly higher, such as 5 °C, than the ambient temperature.

Keywords: Solar photovoltaic (PV); Phase change materials (PCM); PV-PCM; Thermal regulation; Thermal resistance model; Enhanced conductivity method (search for similar items in EconPapers)
Date: 2018
References: View references in EconPapers View complete reference list from CitEc
Citations: View citations in EconPapers (26)

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DOI: 10.1016/j.apenergy.2018.06.145

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