00:01
Hi, in this question we have a thorium fuel rod of diameter d and surrounded by an aluminum clading and there is a coolant with temperature at infinity and convention coefficient h.
00:12
Now we have diameter of the fuel rod or thorium fuel rod is 27mm, therefore radius will be equal to r which is equal to 0 .135 meter.
00:24
Therefore, by using heat transfer equation, heat transfer equation, that is the poison's equation, which gives the rate of heat generation inside the cylinder at steady state condition.
00:45
So it is given by the formula or the maximum temperature in the cylinder due to heat generation is given by the formula.
00:52
Q .d.
00:53
Into r0 squared by 4k plus ts, where ts is the surface temperature of the aluminum clading.
00:59
R is the radius, q dot is the uniform rate of heat generation in the cylinder, k is the thermal conductivity of the cylinder.
01:08
And now we have to find ts.
01:10
So t s will be equal to, it is given by the formula t infinity, where t infinity is the temperature of the coolant into q dot r0 divided by 2h...