Fourier’s law for steady one–dimensional heat conduction through a uniform slab of area

PHYSICS · Single correct · AP · Physics 2: Algebra-based · Thermodynamics · Thermodynamics

Problem

Fourier’s law for steady one–dimensional heat conduction through a uniform slab of area AA, thickness LL and temperature difference ΔT\Delta T is expressed as (a) 2kA ΔTL\displaystyle \frac{2kA\,\Delta T}{L} (b) kA ΔT2L\displaystyle \frac{kA\,\Delta T}{2L} (c) kA ΔTL\displaystyle \frac{kA\,\Delta T}{L} (d) 4kA ΔT3L\displaystyle \frac{4kA\,\Delta T}{3L}

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