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To: TurboZamboni

Physics ... I’ll never forget my first Physics class day in college where the professor walked over to a wall and pressed on it with most everything he had. While so doing he asked. “How much force am I applying here?”

Anyone care to answer?


6 posted on 11/15/2014 6:37:57 PM PST by OldNavyVet
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To: OldNavyVet

Did the wall move?


8 posted on 11/15/2014 6:40:02 PM PST by rightwingcrazy
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To: OldNavyVet
“How much force am I applying here?”

Force = Mass x Acceleration

If he did not move the wall, from a Physics standpoint, no work was done, hence no "force".

At least, that is the answer he was looking for.
9 posted on 11/15/2014 6:41:15 PM PST by Rebel_Ace (My wife told me to update my tag, so I did.)
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To: OldNavyVet

None.

CC


11 posted on 11/15/2014 6:43:49 PM PST by Celtic Conservative (stercus accidit)
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To: OldNavyVet
Anyone care to answer?

ΣFx=0
ΣFy=0
ΣFz=0
ΣM=0

...assuming static equilibrium.

16 posted on 11/15/2014 7:11:03 PM PST by Rodamala
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To: OldNavyVet

In about my third Physics class, the professor was a small nerdy guy. He was a fine instructor. But the first thing he did, and I will always remember this, was to take the chalk and make a dot on the blackboard. As he did this, he said “Let’s take an electron, and place it here, shall we?”


17 posted on 11/15/2014 7:19:45 PM PST by loungitude (The truth hurts.)
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To: OldNavyVet

The question as asked by the physics prof is a double trick question. We are supposed to say there is a force, then he says no because there is no change in momentum, however he is indeed applying a force to the wall, even though there appears to be no movement (change of momentum). The wall deflects ever so slightly like a spring with a very large k and the prof’s fleshy hand distorts under compression. The force would be easier to measure if you placed a bathroom scale against the wall. The magnitude of this (balanced) force could also be measured with strain guages that measure the deformation of the material(s) at the point of contact. The moral is the mechanics of an idealized point mass is very different from macroscopic systems where ‘internal’ forces are very real as any engineer can tell you.


23 posted on 11/15/2014 10:32:48 PM PST by SpaceBar
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