Power from repelling magnets

[ayeaye]

The field 'wants' to be spherical, round magnets help but
any magnet will round out at some distance away

Yes but when you are near it, then it is asymmetric, and this causes overunity.

I want to measure the energies of positive and negative attraction, i will when i get the spring scales, and can afford the time. Several experiments though likely already show overunity due to asymmetry of the field. None of which can overcome friction, but for me it has a theoretical importance. And whatever may be the case, we have to make this first step first.

[kolbacict]

as i still have no spring scales and nothing to measure the forces.

Isn't it made of plank and spring?

[ayeaye]

Isn't it made of plank and spring?

It is in fact made only of spring, and whatever on which one can write the scale. Can also be a rubber band instead of a spring, the Hooke's law applies all the same. But i don't have a spring either, and even if i had, i want to use a standard one, because of all the doubts there can be when i use one made by myself.

The simplest is like that  https://www.youtube.com/watch?v=jwCwwKLa0GE  but the problem with that is that the rubber band goes against the board, that should never happen during the measurement. So more ingenuity should be used to improve it.

[ayeaye]

But it is essentially the magnetic equivalent of a gravitational 'slingshot'

No. The gravitational slingshot uses the speed of the planet, to accelerate. If we approach a planet in the direction of its movement, then it accelerates us by attraction. Then if we change our direction shortly before passing the planet, then we avoid most of the negative attraction, because the planet moves further from us, and its attraction decreases. The gravitational slingshot uses the speed of the body, not an asymmetry of the field, the gravitational field can be symmetric.

[sm0ky2]

No. The gravitational slingshot uses the speed of the planet, to accelerate. If we approach a planet in the direction of its movement, then it accelerates us by attraction. Then if we change our direction shortly before passing the planet, then we avoid most of the negative attraction, because the planet moves further from us, and its attraction decreases. The gravitational slingshot uses the speed of the body, not an asymmetry of the field, the gravitational field can be symmetric.

The movement of the planet is irrelevant, as only the relative motion between us and the planet matters. It is in fact, impossible to distinguish wether it is us or the planet in motion.
It is the relative motion and gravitational attraction that relates to our quest.
If we encounter the field and begin attracting (or repulsion), then exit the field at an accelerated rate,
The attraction imparts energy into the moving magnetic mass.
This can be achieved using fixed arc-vectors
Field symmetry doesn't need to be considered, because the interaction takes place entirely on one side of the meridian.