Solving the mystery of superconductivity by equating two equations
The mystery of understanding superconductivity, which kept physicists busy over the last 100 years, is considered to be solved by equating two equations. First, one takes Heisenberg's uncertainty relation t(E) = 2ħ/E. Second, one takes the temperature-dependent relaxation time found in the Drude formula for the electrical resistivity t(T) = m/ρ(T)ne^2, where the temperature T is identified with the excitation energy E via the equipartition relation. By means of the quantities concerning time, energy, space, and momentum obtained from the equating all major phenomena connected with superconductivity, such as, the perfect conductivity, the energy gap, the specific heat, the type I and the type II superconductors, the isotope effect, and the emergence of high-temperature...
SolvingSuperconductivity..pdf
.pdf Datei [2.7 MB]

A formula for the critical magnetic field better than the BCS theory
The critical magnetic field is besides the critical temperature the central quantity of a type I superconductor. I show how in a few easy steps a formula for it can be derived which makes predictions better than the BCS theory.
CriticalField..pdf
.pdf Datei [112.4 KB]

An explanation for Ohm's law
The phenomenon that the electrical resistivity, defined as the quotient of the electric field and the electric current density, is independent of the electric field is called Ohm's law. I show how this can be explained with a new interpretation of the relaxation time used in the Drude model.
OhmsLaw..pdf
.pdf Datei [68.4 KB]

Flyer
The flyer's content is self explaining.
And the flyer is free, and free gladly to be shared, copied, and to be passed on.
The flyer is published on April 21, 2023.
Flyer.pdf
PDF-Dokument [439.8 KB]