How Does Heat Flux Affect Steel's Internal Temperature After 30 Seconds?

AI Thread Summary
The discussion focuses on calculating the internal temperature of a large block of steel after being subjected to a constant heat flux. The steel has specific thermal properties, including a thermal conductivity of 45 W/m°C and a thermal diffusivity of 1.4x10^-5 m²/s. Participants highlight the need for a convection coefficient to solve the problem effectively. Recommendations include consulting lecture notes or textbooks, particularly "Fundamentals of Heat and Mass Transfer" by Incropera and DeWitt, for relevant equations. Understanding the relationship between heat flux and temperature in semi-infinite media is crucial for accurate calculations.
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1. A large block of steel [k=45 W/m°C, alpha=1.4x10^-5 m2/s] is initially at a uniform temperature of 35 C. The surface is suddenly exposed to a constant heat flux of 3.2x10^5 W/m2 Find the temperature at a depth of 2.5 cm after 30 seconds has elapsed.
 
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How have you tried to solve the problem?
 
no i didn't know how to solve it without the convection coefficient
 
Then I'd recommend checking your lecture notes, textbook, handouts, or a reference like Incropera and DeWitt's Fundamentals of Heat and Mass Transfer for an equation relating temperature to heat flux for semi-infinite media.
 
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