By Je-Chin Han
Entrance hide; Contents; Preface; bankruptcy 1. warmth Conduction Equations; bankruptcy 2. 1-D Steady-State warmth Conduction; bankruptcy three. 2-D Steady-State warmth Conduction; bankruptcy four. brief warmth Conduction; bankruptcy five. Numerical research in warmth Conduction; bankruptcy 6. warmth Convection Equations; bankruptcy 7. exterior compelled Convection; bankruptcy eight. inner compelled Convection; bankruptcy nine. average Convection; bankruptcy 10. Turbulent move warmth move; bankruptcy eleven. basic Radiation; bankruptcy 12. View issue; bankruptcy thirteen. Radiation trade in a Nonparticipating Medium.
Chapter 14. Radiation move via GasesAppendix A: Mathematical kinfolk and capabilities; again Cover. Read more...
summary: entrance conceal; Contents; Preface; bankruptcy 1. warmth Conduction Equations; bankruptcy 2. 1-D Steady-State warmth Conduction; bankruptcy three. 2-D Steady-State warmth Conduction; bankruptcy four. brief warmth Conduction; bankruptcy five. Numerical research in warmth Conduction; bankruptcy 6. warmth Convection Equations; bankruptcy 7. exterior pressured Convection; bankruptcy eight. inner pressured Convection; bankruptcy nine. traditional Convection; bankruptcy 10. Turbulent circulation warmth move; bankruptcy eleven. basic Radiation; bankruptcy 12. View issue; bankruptcy thirteen. Radiation trade in a Nonparticipating Medium.
Chapter 14. Radiation move via GasesAppendix A: Mathematical family and capabilities; again hide
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Additional resources for Analytical Heat Transfer
In these cases, we deal with steady-state 1-D heat conduction through fins with variable cross-sectional area. Bessel function solutions are required to solve temperature distribution through these types of fin problems [2–4]. 9 shows the heat conduction through variable cross-sectional area fins and heat dissipation to working fluid. 10. 9 One-dimensional heat conduction through thin fins with variable cross-section area. (a) Conical fin; (b) annular fin; (c) taper fin; (d) disk fin. Ac = 2πr · t.
11) is composed of two materials of thermal conductivity kA and kB , which are separated by a very thin, electric resistance heater for which interfacial contact resistances with material A and B Rtc,A , Rtc,B , respectively. 11 Thermal circuit of a composite cylindrical wall and all resistance. q′o 32 Analytical Heat Transfer the composite. The outer surface is exposed to ambient air, which is at T∞,o and provides a convection coefficient of ho . Under steady-state conditions, a uniform heat flux of qh is dissipated by the heater.
If the base temperature of the fin is maintained at 400◦ C, which fin will transfer more heat and which fin has a greater effectiveness? 15. A thin conical pin fin is attached to a hot base plate at Tb . The cooling air has temperature T∞ and convection heat transfer coefficient h. Determine analytically the temperature profile in the pin fin. Also, determine the heat flux through the pin fin base. 16. 9b, assume that the fin tip is exposed to convection fluid with same given temperature and convection heat transfer coefficient.
Analytical Heat Transfer by Je-Chin Han