Here's my view on the lightning question...
Electric field strength...
E=V/d=(3.2*10^6)/(2*10^3)=1.6kV/m
Average current...
Q=It
I=Q/t=5/(0.1*10^-3)=50,000 (or 50kA)
Energy stored in cloud...
E=QV=5*(3.2*10^6)=16MJ
OR
P=IV=50,000*(3.2*10^6)=160GW
P=E/t
E=Pt=(160*10^9)*(0.1*10^-3)=16MJ
Then use Resisitivity to get 0R1 Ohms.
The next bit was the temperature rise...
Power converted in the conductor was given by P=(I^2)R
That was a tiny fraction of the toal power output of the lightning strike. Which is logical if you think about it. The strike came from 2km up and only 50m of the currents journey was in the conductor. The other 1,950m was in the insulator air. If you imagine a voltage divider where the top resistor(R1) is the resistance of the 1,950m of air and the bottom resistor(R2) is the 0R1 ohm resistance of the conductor cable then the majority of the voltage is dropped across the top resistor(the air). This means as electrical power is given by P=IV and the current is equal in both resistances as they're in series then the most energy is converted in the top resistor, R1 (the air).
P=(I^2)R=(50,000^2)*0.1=250MJ
E=pt=(250*10^6)*(0.1*10^-3)=25kJ
That then translated into a 3K or degree rise.