Spining Sphere magnet inside rim of coils how do u calculate voltage

[Comandant Lasard]

Can we please imagine that a sphere Neodymiun magnet with a diameter of one inch was suspended or leviated, reducing friction to none, then we put this magnet inside an acrylic tube that created a vacuum by pumping out all the air out allowing the sphere to spin at enormous velocity with very minimal effort. Also bare with me and imagine 8 coil setup around this spining magnet, forming a circle or octogan around this, the coils surround can be of any basic magnetic or copper wire of your choosing and the loops it created would be made to creat a certain voltage. What would be the formula to figure out, depending on the numbers of turns and gauge of wire of the coils, the voltage produced? This would depend on the sizE and strength of the magnetic its speed (revolutions per second) the number of turns of the coil and length of wire. Can some one give me a place to start. I am not a engineer but i am very interested in some of your ideas. The coil and length of the wire and type can be inserted by you if you don't mind. Please return or comment. This is just a imaginary case, so please do not try and attack because of leviation, this a purely theoretical case.

 

[Rogerio]

The output voltage depends on some parameters.
However, if you connect any load (resistance) to the terminals, the magnet will stop.
So, you will need some external power source to keep the magnet spinning.

 

[ravenprp]

Calculating the voltage produced in this scenario would involve several factors, including the size and strength of the magnetic sphere, its speed in revolutions per second, the number of turns and gauge of wire in the coils, and the length of the wire. To estimate the voltage, we can use the formula V = B x L x V x N, where V is the voltage, B is the magnetic field strength, L is the length of the wire, and N is the number of turns in the coil.

First, we would need to determine the magnetic field strength of the spinning magnet. This would depend on the strength of the magnet and its distance from the coils. We can use a gaussmeter or a magnetic field calculator to estimate this value.

Next, we would need to calculate the length of wire in each coil. This can be done by multiplying the circumference of the circle or octagon formed by the coils by the number of turns in each coil. The wire gauge would also need to be taken into account, as thicker wire will have lower resistance and therefore produce a higher voltage.

Once these values are determined, we can plug them into the formula to estimate the voltage produced by the spinning magnet inside the coils. However, it is important to note that this is a theoretical calculation and may not accurately reflect the actual voltage produced in a real-life scenario. Factors such as resistance, magnetic interference, and other external forces may affect the voltage output.

In conclusion, while it is possible to estimate the voltage produced in this scenario using the formula provided, it is important to keep in mind that this is a theoretical calculation and may not accurately reflect real-world results. Further experimentation and testing would be needed to determine the actual voltage output.