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Overunity Machines Forum



Magnetic field compression experiment using stack of magnets

Started by vineet_kiran, February 02, 2019, 04:53:17 AM

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vineet_kiran



Video at :
https://youtu.be/j6Ic9TvAE1k
A stack of magnets fixed on a wheel is repelled by half stack of magnets fixed on the table.  When magnetic field of fixed magnet is compressed by another stack of magnets,  the wheel magnet stack is attracted to it and gets repelled when compression is removed.   The wheel rotates continuously if oscillations of compression is correctly timed with rotation of wheel.

F6FLT

A crank would be more efficient than magnets to rotate this hand powered motor.   :)

vineet_kiran

Quote from: F6FLT on February 03, 2019, 05:30:33 AM
A crank would be more efficient than magnets to rotate this hand powered motor.   :)
Even if you tilt the table, the wheel will rotate and it will be more efficient than using a 'crank'.   It is just an experiment to show that magnetic field compression can be made to rotate a wheel.  Please read the topic.

skywatcher

At least in ideal case, you don't need more energy to rotate the wheel when you tilt the table. The additional energy it requires to go upwards was gained before when going downwards. The only energy you need is to overcome friction losses from air and bearing.

F6FLT

Quote from: vineet_kiran on February 03, 2019, 06:15:53 AM
Even if you tilt the table, the wheel will rotate and it will be more efficient than using a 'crank'.   
Where are your measurements that prove it?!
A crank means an efficiency close to 100% because it transmits mechanical energy without loss except for low friction.
With moving magnets you have eddy currents.

Quote
It is just an experiment to show that magnetic field compression can be made to rotate a wheel.  Please read the topic.
This is well known and already used in the magnetic gear industry.
A field is only a set of scalars defining the intensity of the field at each point of space. "Field compression" is just a way of saying it, you can't be fooled by it. The only fact is a change in the topology of the field, and therefore in the set of scalars.