1. So how does this data on n and Q apply to a ‘real’ problem? T variation with time (position) Hot drawing of wire Modify the JMA equation so that we add up the amount of recrystallization occurring at each place (at each temperature)on the wire.

2. Conservation of energy at steady state gives Need to know how T varies with x, where x=Vo * t

3. Make homogeneous nonhomogeneous [2] Solve for C 2

5. Find the heat transfer coefficient

6. Other parameters Check Bi, just to be sure No gradients across the wire

7. T f =300 K Temperature variation along wire Recrystallized volume fraction as a function of position along wire