Introduction to Cavity

Introduction to Cavity

DOI: 10.4018/979-8-3693-0932-2.ch004
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Abstract

In this chapter, a brief explanation about the basics of cavities has been given. Natural convection has been investigated as one of the important problems in cavities. The low heat transfer rate between the fluid and the walls is one of the basic problems of natural convection. This issue leads to the development of strategies to improve the heat transfer rate, such as increasing the thermophysical properties of the working fluids, making cavities with complex geometries, using cavities filled with porous media, and creating a magnetic field. Also, the review of formulas related to cavities in the presence of nanofluids has been fully reviewed in this chapter.
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2. Convection Heat Transfer In The Cavity

Convection heat transfer and fluid flow in cavities are of particular interest due to their numerous engineering applications, including solar thermal systems, heat exchangers, building cooling/heating, room ventilation, cooling of electronic devices, drying devices, thermal energy storage systems, fuel cells. Numerous research looked at how different factors affected the rate of heat transfer and fluid flow in cavities. These parameters include the improved thermal properties of unconventional working fluids, the porosity, shape of cavity and the presence (either fully or partially) of a magnetic field. The use of nanoparticles to improve the thermal characteristics of fluids has been thoroughly examined in Chapter 3. Nanofluids, which have better qualities to regular fluids, can help in heat transfer in cavities. The concept of porosity can be defined as the entire volume of the environment that the empty space occupies, expressed as a fraction. The symbol for porosity is e, and its common value for natural environments is less than 0.6. In addition, a porous medium is a substance composed of a solid network joined together by voids or empty pores. The same existing pores are the source of fluid flow. Furthermore, the distribution of these pores is erratic in terms of shape and size.

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