Problem 3 (35 points): An array of 10 silicon chips, each of length 10mm on each side, is insulated from the bottom surface and cooled from the top surface by atmospheric air in parallel flow with T=20C and u=30m/s. When in use, the same power (heat) is lost from each chip, maintaining a uniform heat flux over the entire surface. If the temperature of any chip may not exceed 80C : 1. What is the rate of heat loss per chip? 2. Which chip would have the minimum temperature? and what is that minimum temperature (assume that the temperature of any chip is approximately at its center)? - uriform qs : q=hA^(TST)