Consider a steady one dimensional heat flow in a plate of 25 mm thickness with a uniform heat generation of
100M(W)/(m^(2))
follows the relation
T(x)=(-(q)/(2)K)x^(2)+C_(1)x+C_(2)
. The left and right faces are kept at the constant temperature of
160\deg C
and
120\deg C
respectively Take,
K_(plate )=200(W)/(m)K
. Calculate the following: (a) The maximum temperature within the plate in 0 C . (b) The location of maximum temperature within the plate from its right end.