Discussion in 'The VIP Lounj' started by pillatier, Oct 16, 2018.
Works on steel parts not aluminum. Did not know the technique existed.
I was doing that back in the 70’s with a propane torch and a rubber mallet to pop it back in place
That's actually kind of cool.
You didn't know you could shrink metal with heat? That's how folks have been getting stick bolts out for 70 years.
I did not know of the induction heating technique/machine to take out dents. Basic physics I learned said metals expand when heated and contract when cooled, metals of different thickness will expand at different rates, similarly different kinds of metals and alloys have different expansion coefficients. I have press fitted rods through thick sheet steel by heating the pre-drilled holes in the sheet and chilling the rod in liquid CO2.
Lead sleds in the 50s were massaged by heat and seamed with lead. Sometimes sunlite will take out hail dents in a black roof when you shrink them with dry ice. Been done in the midwest for decades.
As far as I know metals expand with heat.
Answer from the web (spoiler Mike is correct). The only thing I can think of that does not expand with heat is water, it expands when it freezes.
The answer is surprisingly simple: the bolt expands, but the nut expands more.
What is happening here is good old thermal expansion:
The bolt is heated and expands outwards, its radius increasing
The nut is heated and... expands outwards, its radius increasing
Now, since the nut's radius is slightly greater than the bolt's, and since the increase is proportional to the rest length, the nut expands a little more.
Iron has a thermal coefficient in the 10-5 / K ballpark. It means that for each 1 K increase in temperature you have an increase in size of 10-5: a 1 m rod becomes 1.00001 m long.
If your bolt has r = 1.5 mm, and the nut has R = 1.501 mm, what happens is temperature is increased of 500 K? Well:
r = 1.5*(1+500*10-5) mm = 1.5075 mm
R = 1.501*(1+500*10-5) mm = 1.508505 mm
As you can see, before heating R - r = 1 μm, while after R - r ≈ 1.001 μm. It increased!
Please note my numbers are quite wild and used just to make an example. I am sure that I got the starting values wrong, but I hope they help to get the message across anyway.
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