Title: The Newtonian fields and the methods decomposing the deformed cross products.

Author: © Thierry PERIAT.

Matriculation: ISBN 978-2-36923-163-9, EAN 9782369231639.

Language: GB/USA.

Number of pages: 14.

Published: 26 July 2022.

DocumentIsbn 978 2 36923 163 9 periatIsbn 978 2 36923 163 9 periat (285.04 Ko).


This relatively short exploration should be understood as an opportunity to apply the intrinsic and the extrinsic method as well on a unique given type of deformed cross products; precisely the deformed angular momentums: [r, dr][A].

Since angular momentums cannot be deformed but are quantized, this document is only a formal exercise.

Its purpose is simple: to prove that the methods can be mixed harmoniously in a precise physical context. Here we consider the angular momentum accompanying motions in a Newtonian field.

The presumed deformations arise around a trivial deformation and are yielding a relation of coherence relating the speed to the position, hence: an equation of motion.

This document can be seen as an introduction to the concept of intrinsic spin appearing in particle physics.

© Thierry PERIAT.

If you want to discover another example concerning the presence of a deformed angular momentum, please visit the page: "The Bowen-York Black Holes".  

Otherwise, you can go back to the page: "Applications for the intrinsic method".

Date de dernière mise à jour : 10/08/2022