Charpter 3B: CLASSICAL MECHANICS’ FUNDAMENTAL PARTICLES: – The UNLIKE MAGNETIC MONOPOLES

Chapter 3B: CLASSICAL MECHANICS’ FUNDAMENTAL PARTICLES: – the UNLIKEMAGNETIC MONOPOLES
“The Actual Theory of Everything”

Unlike Magnetic Monopoles Provide “the Theory about Everything”
The unlike magnetic monopoles are presented and illustrated in Chapter 3B as the most
fundamental particles that can explain ultimately the composition and physical behavioral
patterns of all mass-matter. These particles apart from being indestructible, immutable,
chemically non-reactive, fully magnetized thus immune to demagnetization processes are
solid particles under their own functional inherent force, magnetism, which features
under various magnetic forms, like centripetal and centrifugal forces. The two unlike
particles are hence ‘self-sufficient’ and account for their scientific existence and
functionality.

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EXISTENCE OF MAGNETIC MONOPOLES

Chapter 2A: EXISTENCE OF MAGNETIC MONOPOLES:

Returns a  Hybridized Active EARTH MAGNET

In Chapter 1, the existence of the elementary unlike magnetic monopole particles and sampling of their functionality was satisfactorily done. The derivation and quantification of Planck’s constant using Hooke’s and the Newton’s second law of motion, under the proficiency of the unlike magnetic monopoles, confirmed the Classical Mechanic’s fundamental capacity to predict the sub-atomics’ particle – wave phenomena as against the hitherto sole claim of such capacity by Quantum Mechanics.

EXISTENCE OF MAGNETIC MONOPOLES: Returns a Hybridized Active EARTH MAGNET

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AT LAST, MAGNETIC MONOPOLES’ EXISTENCE IS ARTICULATED.

AT LAST, MAGNETIC MONOPOLES’ EXISTENCE IS ARTICULATED:

A Precursor to Derivation of Planck’s Constant using Classic Mechanical Laws

Matovu Anthony, a Ugandan Scientist has finally articulated the reality of magnetic monopoles, which accordingly are the ultimate elementary particles of all matter. These are self-contained elements bearing with them all aspects of matter, like mass, color and magnetic interactive forces.

CHAPTER I: THE NORTH AND SOUTH POLE MAGNETS: Basis for Derivation of Planck’s constant Using Classic Mechanical Laws

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