Dimensionless Constants "Giovanni Imbalzano"=Pass.

In this work, the hypothesis that the universe is made up of 4-dimensional spheres of space, whose diameter is the Planck length, allows us to calculate most of the constants used in current physical theories. Calculated constants include: elementary charge, fine structure constant, electron mass, Planck constant, gravitational constant, electrical constant, Boltzmann constant, mass and charge of up and down quarks, muon mass, and Higgs boson. All of these depend on the speed of light and the Planck length, which shows that all the constants are related and not due to chance.

A short article on the fundamental constants that give our granular Universe and its dynamics.

2021

In this the first paper in a series of three, we use known physical constants commonly used in physics in conjunction with the Metre-Second System of units to identify five new physical constants previously hidden to physicists using other systems of units. These new physical constants will then be paired with existing physical constants creating new dimensionless constants. In this way we are able to identify all of the fundamental dimensioned and dimensionless physical constants needed to fully describe nature.

Applied Physics Research, 2015

This paper is on universal physical constants.

Throughout all of the formulations of the basic equations of gravitation, quantum mechanics, electromagnetism, the nuclear physics and their application to the real world, there appear again and again certain fundamental invariant quantities called the fundamental physical constants –which are generally believed to be both universal in nature and have constant value in time. This book discusses the calculations and Interpretations of the Fundamental Constants which consistently appear in the basic equations of theoretical physics upon which the entire scientific study rests, nor are they properties of the fundamental particles of physics of which all matter is constituted. The speed of light signifies a maximum speed for any object while the fine-structure constant characterizes the strength of the electromagnetic interaction. An accurate knowledge of fundamental constants is therefore essential if we hope to achieve an accurate quantitative description of our physical universe. The careful study of the numerical values of the fundamental constants − as determined from various experiments − can in turn determine the overall consistency and correctness of the basic theories of physics themselves.

Journal of High Energy Physics, 2002

The European Physical Journal Special Topics, 2008

viXra, 2016