Radiative Heat Transfer Problem

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SUMMARY

The discussion centers on calculating the rate of radiative heat transfer in a room with a surface mean radiant temperature of 20°C and a heat source of 2 m² at 200°C. The relevant formula is Stefan's Law of Radiation, expressed as E = σ * A * T^4, where σ (Stefan's constant) is 5.67 x 10^-11 kW m^-2 K^-4, A is the area, and T is the temperature. With an emissivity (ε) of 0.95, participants are guided to apply these values to determine the heat transfer rate in kilowatts (kW).

PREREQUISITES
  • Understanding of Stefan's Law of Radiation
  • Knowledge of thermal radiation concepts
  • Familiarity with emissivity and its significance
  • Basic proficiency in algebra for calculations
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  • Calculate radiative heat transfer using the provided values and Stefan's Law
  • Research the implications of emissivity on heat transfer
  • Explore applications of radiative heat transfer in engineering
  • Study the effects of temperature differences on thermal radiation
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Engineers, physicists, and students studying thermodynamics or heat transfer principles will benefit from this discussion.

BSFE1990
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A room has a surface mean radiant temperature of 20oC. if a heat source of area 2 m2 at 200oC is introduced into the centre of the room, what is the rate of radiative heat transfer in kW?

Can anyone help me with this question? I can't find any examples in my notes or online and need help quick ... Thanks guys
 
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TRY TO APPLY STEFAN'S LAW OF RADIATION.
E=sigma*A*T^4
where sigma is stefan's constant.
A is area.
T is temperature.
 
Thanks for the quick reply just noticed there was a bit of information missing from the question ... epsilon =0.95, sigma = 5.67 x 10^-11 kW m^-2 K ^-4

So it must be stefan's constant
 

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