HowToBe said:
That was the most reasonable-seeming explanation I came across when I encountered this same video a few years ago. Put simply, the idea is that the magnets are being "used up" like a sort of battery to create the extra power that keeps the device turning.
If this is true, it raises a question I've had ever since; might it be possible to use magnets to replace batteries as a power source? They could be recharged indefinitely without degrading, it would seem. There are claims about "battery powered motors" out there, but the ones I saw all claimed to be "free energy" and didn't address this challenge about the batteries being demagnetized.
The problem is, I haven't found any sources to back up this idea; normal "official" sources seem to say that magnets can't store energy in this fashion. Here's an example:
_http://engineering.mit.edu/ask/why-can%E2%80%99t-magnetism-be-used-source-energy
Obviously you can store energy in magnets by forcing same poles of magnets together or holding opposite poles apart (much like setting a spring to hold mechanical energy), but in terms of the magnet itself holding energy, I've not seen a good scientific comment on this. Where/how is the energy being stored, if so? After all, if the individual atoms inside the magnet are like little magnets, wouldn't they
"want"/tend to line up in the same direction, meaning that is a low-energy state for the magnet? Here's what Wikipedia has to say:
https://en.wikipedia.org/wiki/Ferromagnetism
The above would seem to suggest that every piece of ferromagnetic material should have a strong magnetic field, since all the spins are aligned, yet iron and other ferromagnets are often found in an "unmagnetized" state. The reason for this is that a bulk piece of ferromagnetic material is divided into tiny regions called magnetic domains[12] (also known as Weiss domains). Within each domain, the spins are aligned, but (if the bulk material is in its lowest energy configuration, i.e. unmagnetized), the spins of separate domains point in different directions and their magnetic fields cancel out, so the object has no net large scale magnetic field.
Ferromagnetic materials spontaneously divide into magnetic domains because the exchange interaction is a short-range force, so over long distances of many atoms the tendency of the magnetic dipoles to reduce their energy by orienting in opposite directions wins out. If all the dipoles in a piece of ferromagnetic material are aligned parallel, it creates a large magnetic field extending into the space around it. This contains a lot of magnetostatic energy. The material can reduce this energy by splitting into many domains pointing in different directions, so the magnetic field is confined to small local fields in the material, reducing the volume of the field. The domains are separated by thin domain walls a number of molecules thick, in which the direction of magnetization of the dipoles rotates smoothly from one domain's direction to the other.
So, that says it; there is energy contained in the macro-alignment of the magnetic moments. Next questions relevant to the "magnet motor" in the video: How much energy is stored in this manner? Is it enough to explain the effect? Is there a known mechanism by which this occurs?
To see the problem with these perpetual motion machines, let's go into the basics of energy.
Work (energy) = force X distance , In engines of rotational power, HorsePower(hp=work energy)= torque (force) X rpm (function of distance+time)
Force or torque is static. You can have a 10lb weight suspended by a rope, and the force to hold it there is 10lb. Same with torque, you have a wheel on your car static, put a wrench 1ft long on the center bolt, and put 10lb on it. That is 10lb/ft torque to the wheel.
Both objects have a force applied, but are not moving- which leads us to why time/speed is important.
That same 10lb weight being lifted up a certain distance requires energy. No longer it is just static.
That same wrench with 10lb/ft torque to turn the wheel a certain distance per time (rpm) requires energy. No longer it is static.
So Work= force X distance... The same force, but more it moves the object is work.... Work is a force that is applied to change something.
Now the machines that turn turn turn with no input, are they actually doing work?
Well, those machines are where you have very little, if almost 0 force (just against friction), but with speed/distance per time.
The spinning wheel can be started with an initial force to get it spinning, and if the bearings have very little friction, it will keep spinning and spinning. Almost no work is done, because there is almost no force
Work= force X distance = (almost zero) X huge distance = almost zero.
OR
Work= torque X rpm = (almost zero) X high speed(rpm) = almost zero.
So, the problem that happens with a lot of these machines is that we see something spinning quickly and it doesn't stop. Looks like it takes a lot of energy, but no- there is nothing that is being done by that rotation. It's just doing a tiny bit of work against friction to keep it spinning.
Magnets can store some energy, but like a capacitor, it is very small compared to the battery or other chemical source.'
A battery with a loop of wire (coil) can make a very strong magnet for some time until it is depleted.
A static magnetic force is like lifting the weight up and holding it there. (force)
To get work from the magnet, there has to be movement too (distance). In an electro magnet like in an electric motor, the magnetic forces are being switched back and forth to create that movement, but it takes energy IN, to get energy out.
Or, you can flip the magnet back and forth to create the same effect, which is pretty much what a dynamo/generator is.
So, we see how everything is dependent on time in the world of energy.
It is linear time, which is what we have to work with here in 3rd density.
I can't imagine how energy works in 4th density and up where time is not linear.
That puts a different explanation to "distance" in that work(energy) formula.
I suppose that is why UFO's etc, can seem to violate the laws of physics from our perspective.