A composite wall consists of two plates A and B placed in series normal to the flow of heat. The thermal conductivities are kA and kB and the specific heat capacities are CPA and CPB for plates A and B respectively. Plate B has twice the thickness of plate A. At steady state, the temperature difference across plate A is greater than that across plate B, when
A. CPA > CPB
B. CPA < CPB
C. kA < 0.5 kB
D. kA > 2 kB
Answer: Option C
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Condition : ∆Ta>∆Tb
Given: Plate 'a' ~ Ka, L. Plate 'b'~Kb,2L
Concept:Apply FLHC° [Qa/A]=[Qb/A]
Ka=0.5 Kb [∆Tb/∆Ta]
Implise that: 'Ka' must be less than half times of 'Kb'....
[FLHC°= Fourier Law of Heat Conduction]