ON THE FORCES AND SPEEDS OF SIMPLE HARMONIOUS MOVEMENT AND THE PRINCIPLE OF CONSERVATION

ALEKOS CHARALAMPOPOULOS

Abstract: proves that there is a para-orbital velocity vpo=2πR0/T (1), (by definition), a para-centripetal and an orbital. The centripetal acceleration of established physics in all cases, turned out to be F=mvpo2/R0, with an infinitesimal calculus, which has already been strongly questioned. But this force, which is actually para-centripetal, is Fpo=mvpo/T and based on (1) Fpo=mvpo2/2πR0. Mathematics is unshakable and sends bohr's theory of the hydrogen atom and Shcroedinger's theory and Newton's theory of the planetary system into error. Instead of para-centripetal acceleration in the atom or planetary system, the centripetal system should now be used, which is ac={(2π+4)/2π}ω2R0, And there is also a small acceleration, which is neutralized by friction force and ether deceleration. The square of force and acceleration that develops in a periodic motion, is maintained as is the mechanical energy, which alternates between dynamics and kinetics.

Keywords: Unspoiled mathematics, mechanical energy, dynamics and kinetics.

Title: ON THE FORCES AND SPEEDS OF SIMPLE HARMONIOUS MOVEMENT AND THE PRINCIPLE OF CONSERVATION

Author: ALEKOS CHARALAMPOPOULOS

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Vol. 10, Issue 2, October 2022 - March 2023

Page No: 23-26

Research Publish Journals

Website: www.researchpublish.com

Published Date: 19-October-2022

DOI: https://doi.org/10.5281/zenodo.7226259

Vol. 10, Issue 2, October 2022 - March 2023

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ON THE FORCES AND SPEEDS OF SIMPLE HARMONIOUS MOVEMENT AND THE PRINCIPLE OF CONSERVATION by ALEKOS CHARALAMPOPOULOS