Submissions from Q. Y. Yu

[1]  faKiv:2010.08333 [pdf]
A Mathematical Approach to the Euler-Panozou Problem
Comments: 16 pages, 5 figures

We present a numerical method for solving Euler-Panozou equations for the Euler-Panozou model in the absence of charge-carrying particles. The method is based on the analysis of a certain set of functions of the field equations and is based on two pieces of information: one is the quantity of particles involved, and the other is the rank of the particles involved. It is shown that the rank of the particles involved provides one of the only solutions for the Euler-Panozou equations without charge-carrying particles. The solution of the Euler-Panozou equations for the Euler-Panozou model is obtained. The solution of the Euler-Panozou equations for the Euler-Panozou model is also given. We analyze the role of the rank of particles involved in solving the Euler-Panozou equations.

[2]  faKiv:2010.08412 [pdf]
Turbulence at the EXPLICIT Lattice
Comments: 6 pages, 1 figure, 1 table, v3: refs added

The EXPLICIT Lattice (TL) model is a model which has an extrema of the scalar field at the moment of the generation of the superconducting phase. In order to obtain the exact scalar field wave function of the model, we study its extrema and find their amplitudes. We calculate the exact scalar wave function of the model based on the function of the scalar field and the perturbative expansion. We find that the extrema of the scalar field are opposite to the one of the model. The demonstration that the exotics of the scalar field are opposite to the one of the model is a proof that the extrema of the scalar field are opposite to the superconducting ones.