It’s trivial to show that the force of a finger flex acting over the distance of a trigger pull is far less energy than the kinetic energy of the fired bullet. So, yes, using my analysis above, in fact I would maintain that a bullet traveling 1000 ft/s could not possibly be caused by pulling the trigger alone; an additional energy source would have to have been involved to do the work, namely a shell full of gunpowder.
Very good! You have identified a large reservoir of potential energy in that system: the chemical energy of the propellant.
To understand why that analogy was relevant to the collapse of a building, you should look for an analogous reservoir of potential energy in an uncollapsed building.
Rather, the NIST's explanation of the collapse of WTC7 is in effect postulating that the kinetic energy of the bullet is caused by pulling the trigger alone.
No. You're overlooking the gravitational potential energy that WTC7 possessed prior to its collapse. Please try again.
Do you know of a way to show that thermal expansion of a girder in order to bring down WTC7 either does or does not violate the Second Law?
Yes. You've been given many broad hints, such as:
Psst: You should acquaint yourself with the concepts of potential energy
WP and gravity
WP.
This may come as a surprise to you, but you can increase the entropy of a system by converting some of its potential energy into heat. Among people who actually understand thermodynamics, that is considered to be one of the more obvious ways to increase the entropy of a system.
The building's collapse converts its gravitational potential energy into kinetic energy. That kinetic energy is short-lived. What happens to it?
Some of that kinetic energy is transferred to the earth, but the earth is so massive that its change in velocity is too small for anyone to notice. Some kinetic energy goes into breaking things. The kinetic energy that doesn't go into changing the velocity of the earth or breaking things or other dissipative activities turns into heat, which increases the entropy of (what's left of) the building.
(Breaking the building into smaller pieces also increases the entropy of the building, but that's a more sophisticated analysis so we'll save it for some other day.)
We can estimate the increase in entropy by calculating the potential energy that was converted into kinetic energy and then into heat and other less useful forms of energy.
Oystein has already done that for us:
No. The additional energy was there all along in the form of potential energy (gravity).
On account of the building being 186m high (with the center of mass at maybe 41% of its height, or 76m, from which you might conservatively deduce 5m of average rubble pile height), having a mass of 1.16 * 10E8 kg, and New York experiencing gravity's pull at 9.805m/s2, that extra energy works out to
EP = m * h * g = 80,753,980,000J
That's a lot of potential energy. I don't know how you managed to forget about it.
When you modify your calculation to take into account the conversion of that potential energy into heat (et cetera), you will arrive at conclusions that are diametrically opposed to your incorrect conclusions in post #151.
If you need more help with your calculations, please let us know.