The unsolved secret of David Jones' perpetual motion machine [video]
bbc.com
bbc.com
http://www.dailymail.co.uk/sciencetech/article-4762778/How-r...
I mean, "unsolved problem" or "unsolved mistery" or "unrevealed secret", but "unsolved secret"?
How could you test this - place in a faraday cage.
If that kept it running then my next thought would be some form of dry-pile battery[2], which is equally old enough technology wise and also proven to last many decades [3].
But certainly a fun puzzle to ponder.
[1] https://en.wikipedia.org/wiki/Crystal_radio [2] https://en.wikipedia.org/wiki/Zamboni_pile [aka dr-pilebattery] [3] https://en.wikipedia.org/wiki/Oxford_Electric_Bell [example of dry-pile battery operating for decades]
Also, for a second looking at the title, I thought it was going to be this guy: https://en.wikipedia.org/wiki/David_L._Jones_(video_blogger)
Some students stole that wheel once, it continued to run, and they couldn't future it out. They gave it back after three weeks, embarrassed.
He built four of those wheels. Here's another one.[1]
I'm really impressed that they are running long after his death.
Alternatively you could read through his columns in back issues of New Scientist and Nature at your local library but won't get the additional commentary and goofy drawings.
Finally, there's a documentary on his perpetual motion machines (possibly mentioned, haven't rtfa yet) which is more about the man than the machines. I had to write to its creator to get a copy though!
I don't think those are valid criticisms of the machines. They are perpetual motion machines, not perpetual no-maintenance machines.
Every informed criticism of perpetual motion machines starts and ends with the second law of thermodynamics.
Any experts will usually leave it at that, because people who want to believe in a perpetual motion machine, are going to believe in a perpetual motion machine and any deriving discussion is usually not that interesting.
If your machine has positive power output you have a perpetual motion machine. If you have a machine the has positive power output but also consumes a gear (and the power required to repair the gear is higher that the power output before it broke) then you have a gear-destroying machine.
Aka Thermodynamics
Edit: what possible objection could you have to this?
Strangely enough, magnets do weaken over time, and we can show it from conservation of energy. If a magnet and paperclip are placed nearby on a desk, they will zip towards each other. This momentum has to come from somewhere. It cannot come from the paperclip, because paperclips do not attract each other, so it must come from the magnet. The magnet must therefore somehow store energy, and when its magnetic field causes motion, that motion must somehow consume the magnet's energy, even if the magnet's magnetic field doesn't appear to change.
Commercially, magnets are produced by heating above a certain temperature[0] and then coercing the heated metal's magnetic fields into alignment. Since this process consumes energy, you could imagine that the equivalent amount of energy expendable by the magnet over its lifetime is bounded by that process. This might seem silly, but it has some corollaries which we can directly experimentally observe. For example, a nail gun correctly oriented relative to the Earth's magnetic field will temporarily magnetize ferromagnetic (steel, usually) nails while the nail is in motion, by the same sort of domain-alignment process involved in permanent magnetization. (Please do not do that experiment without taking proper safety precautions. Maybe we can talk Adam Savage into doing it for us.)
In terms of calculations, we can use the "demagnetizing field"[1] but I think that it is not a very good name. Nonetheless, it does show that any time that there is a strong magnet, there is an automatic effect which will slowly slowly slowly weaken it.
More generally, any maintenance done on a machine violates the closed-system assumption. You'd have to include the cost of maintenance if you wanted to show that you're violating thermodynamics. Because magnets are so long-lived, they might seem perpetual, but they are not. They are finite energy stores and they do run out eventually.