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Problem 2

The cavity shown here is in the form of a conic section, as shown in the drawing. The radii of the top and bottom surfaces are 10 cm and 20 cm, respectively. The height of the cavity is 15 cm. The temperature of the bottom surface is maintained at 1,350 K using electric heating. The top, which is open, is exposed to black surroundings at 275 K. The black side wall is insulated. If the heated bottom surface is black, obtain the power input to the electric heater and find the sidewall temperature.

Problem 2 The cavity shown here is in the form of a conic section, as shown in the drawing. The radii of the top and bottom s

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equivalent radiation resistant circuit Y = 0.2m 9- 0:1 . he 0.15 m b=0.15m та с Eь, too 133 . R23 E rn [assuming all black su59: AI : 0.2 3 m Ag= 0.0 3142 m2 Ag=0.169 g m2. | Fig = Źfs - [52_4 (22/1)²9%2? Rz = Nz/h = 0 where Is it R, - Nith=0.2 Now,R13- = 211.614 m2 Olisoux 0. 03142 Az R23-as asă F23 A 2 į E32A3 -379.89 m 0.3984x0.63142 Since R. = Re: Rz=0, 130, the equiv| To findi | black side wall temperature: (T2); Since side walls are insulated: $$12-023 Ebi-Ebz Ens-Eb 3. ...(55654 J. Piz .

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