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Physics Formulas مقدمة

WHY IS THE REALITY OF PHENOMENA WELL DESCRIBED BY PHYSICAL FORMULAS?

Any natural phenomenon can be described by a formal and abstract language, that is to say a strict vocabulary on the one hand and a mathematical formulation on the other. This means two things:

- on the one hand that there are permanent relationships between the various quantities encountered in Physics and that these relationships are of a logical, stable and formal nature

-on the other hand the necessity that at the source of everything, the universe itself is fundamentally rational, which allows the human brain (which is a fruit of the universe) to be able to represent physical phenomena with mathematical formulas, strictly rational.

HOW ARE THESE PHYSICAL FORMULAS ESTABLISHED?

We must respect the same logical bases as those of classical theater:

- a unit of place, called isotropy (the physical law is valid in any place)

- a unit of time (duration) called causality (the physical cause precedes the effect)

- a unit of action, called homogeneity (the physical law is immutable, in particular towards the units of measurement with which it is described, taking however into account the frames of reference in which it is expressed - relativity -)

And then, with the help of mathematics, we establish Physics formulas - often called universally applicable rules - or laws - and concretized by relationships between various quantities (through the notions perceived by our senses)

WHAT ARE THE SUBJECTS CONCERNED?

All areas of Physics are studied here:

The general notions (and their language) defined in the chapter Formulas of general physics

Gravitation with:

Physics fomulas in Cosmology

Physics fomulas in General Mechanics

Physics fomulas in Fluid Mechanics

Physics fomulas in Resistance of materials

Electricity, with Physics in Electromagnetism

The space involving the phenomena that develop there, through the chapters:

Physics formulas for Periodic Phenomena

 Physics formulas for Radiation and their special cases (Acoustics and Optics)

The heat expressed in the Physics in Thermodynamics section

The physico-chemical reactions seen in the chapter Formulas in Physics and Chemistry

The infinitely small treatise in Physics for Particles