activity
20192025
most citedDefining of three-dimensional acceleration and inertial mass leading to the simple form F=MA of relativistic motion equation

9 citations · 23 across the 7 of their papers we have counts for

collaborators

7 papers

math.HO2025

On regularizations of the integral representation of Dirac delta function -- elementary approach

Grzegorz M. Koczan, Piotr Stachura

The article presents, in an elementary way, but with mathematical precision and without harm to the intuition, the path from the integral representation to the Dirac delta, startin…

physics.gen-ph2023★ 1 cited

The photon position operator (non-commuting) and its string-like eigenstates

Grzegorz M. Koczan

The paper provides three main definitions of the Cartesian photon position operator based on: boost generator, the transversality condition and the helicity operator. In each case,…

physics.gen-ph2021★ 2 cited

Relative binary and ternary 4D velocities in the Special Relativity in terms of manifestly covariant Lorentz transformation

Grzegorz M. Koczan

Zbigniew Oziewicz was a pioneer of the 4D space-time approach to covariant relative velocities. In the 1980s (according to private correspondence) he discovered two types of 4D rel…

physics.gen-ph2021★ 6 cited

Relativistic relative velocities and relativistic acceleration

Grzegorz M. Koczan

It turns out that the standard application of the four-vector SR formalism does not include the concept of relative velocity. Only the absolute velocity is described by the four-ve…

physics.pop-ph2020★ 1 cited

Research on rolling friction's dependence on ball bearings' radius

Grzegorz M. Koczan, Juliusz Ziomek

There are two alternative historical laws of rolling resistance formulated by French scientist Coulomb and Dupuit. It has been decided to verify experimentally again, which of thes…

physics.class-ph2020★ 4 cited

Unified anisotropic strength criterion rank two for fibrous materials like wood

Grzegorz Koczan, Paweł Kozakiewicz

Wood is a fibrous orthotropic material additionally characterized with sign-sensitivity. Thus, determining the universal conditions of its strength constitutes a complex task. In t…

physics.hist-ph2019★ 9 cited

Defining of three-dimensional acceleration and inertial mass leading to the simple form F=MA of relativistic motion equation

Grzegorz M. Koczan

Newton second law of dynamics is a law of motion but also a useful definition of force (F=MA) or inertial mass (M=F/A), assuming a definition of acceleration and parallelism of for…