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A sound basis to Rotational Dynamics



  • Juno reveals that magnetic bodies have many South poles not just single bar magnet type South Poles. We also know from the Sun and from the Earth but these polls are dynamic. Thus a magneto static version of Mexican is wholly misleading

  • Electromagnetic, the term, hides the fundamental importance of magnetism . It also skews the natural idea magnetism is the universal basis for understanding electricity. Dynamic magnetism is so clear and obvious that it is a wonder that it is overlooked. However it is the philosophical stance that materiality comes first, then the properties materiality embedded within materiality that causes the misconception. Boscovich and Faraday avoid this conundrum when making the properties fundamental aspects of space, however conceived. Rather than conceiving of space as Particulate, it is better to conceive of space as it continues ductile fluid. Then the properties of this space shape the regions into particles governed by various fractal constraints and laws, which nevertheless have a simple structure which is iteratively applied .

    One of the simplest and most fundamental properties of such place has to be rotation, that is a dynamic ceaseless activity. It is my contention then, that this rotation is what is observed at our level as magnetic behaviour.

  • Leibniz monads and Newton’s point particles( fluid of points) combined
  • Why can we jump?

    We can jump because the magnetic forces are greater within a distance of 10 m from the surface of the Earth and the “gravitational” forces exist between dipoles. New formulae, discussed above, which is a Boscovich version of force theory indicates that within certain distances the repulsive takes precedence, and then at larger distances the attractive force take precedence. We will find that the boiler coats theorem, which deals with so-called imaginary quantities, which are really circular water use affectively with this issue..

  • I have made the connection through the work of Boskovich, and the video of Robert Alton regarding Boscovich universal force theory, which should enable me to see space as a fluid that is fluid set of points each of which has properties, and which should enable me to connect that to a quaternion block of points.

    The Fractal generators which are use especially Quasz, generally have two standard iterations. The Julius iteration which basically keeps C constant I can now identify as a Laminar flow type model. The Mandelbrot situation which basically allows see to wonder all over the entire quaternion block, I can now see as a turbulent iteration model, therefore it models turbulence flows.

    The almost self similar model formula which Mandelbrot emphasised that is Z= Z+ C
    Has many variations and possible complicated expression, for example
    Z= Z^2+ C
    We're both Z and C are quaternions and the algebra is a quaternion algebra.

    Quaternions can take many forms, have many expressions, but I will be interested in the expression that I believe represents dipoles. In point of fact the form Z+ C is a dipolar form.

  • To see how iterating the diffusion equation could produce the iconic Mandelbrot pattern but more specifically the Mandelbulb forms
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