New Magnetic Invention – V3R2 Magnetically Locked Axle.
Incredible New Magnetic Invention locks an axle with another magnet at a point in space.
Our variation of the classic magnetic levitator. This is accomplished with permanent magnets, no electromagnets.
Be sure to subscribe and stay tuned as we intend to combine this magnetic bearing axle levitator (V3R2) with the classic magnetic levitator (V1R1 & V1R2) for a free floating axle suspended by magnets defying the classic view of Earnshaw’s Theorem.
That would make a frictionless no point of contact free axle which we intend to use for a Mendocino Motor.
I had to purchase a lot of super strong rare earth neodymium magnets for this and I am looking for sponsors to provide neodymium magnets for future builds.

https://youtu.be/Sxm9l5JtAFQ

3 Comments

  1. WPKevinG on October 5, 2019 at 2:58 pm

    Emily solves Rubik’s Cube at 3 years old: https://www.youtube.com/watch?v=DUdq2vqybpU

    The easiest method to solve Rubik’s Cube Puzzles
    3×3 Cube Easy Beginner Method Tutorial: https://youtu.be/9spDGBeWl1o
    2×2 Cube Easy Beginner Method Tutorial: https://youtu.be/UYCeyu_pbTI
    2×2 Cube Intermediate Method Tutorial:   https://youtu.be/fDfpjC-GPBM

    Currently working on Megaminx Easiest Beginner Method

    https://www.youtube.com/user/KGittemeier

  2. Randall on November 23, 2019 at 7:51 pm

    Kevin:
    Why don’t you get 2 regular magnetic bearings, and using your locking magnetic thrust bearing, you should be able to have a completely free spinning shaft? Some people are interested in this.

    • WPKevinG on December 8, 2019 at 7:33 pm

      The goal is to get a free spinning shaft. Its considered impossible but I think it is possible with an array of magnets.
      I need to get back to this project. I got side tracked shopping for a 3d printer which would be helpful for this but I have yet to buy one.

      Also check out:
      How To Solve Rubik’s Cube Easy: https://youtu.be/9spDGBeWl1o

      Amazon: https://www.amazon.com/shop/kevingittemeier

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