Nebbi High Energy Physics Laboratory-NHEPLab School of Natural Sciences.

05/10/2023

Vision 2035 is to develop the technology for a Linear particle accelerator for cancer research.
We will lead this development in Africa. Our commitments is towards this.

21/11/2022

To appreciate our followers, as we reach 1.4k likes, we will perform a detailed derivation of the energy levels of a Hydrogen atom with relativistic corrections by solving the Dirac equation and incorporating one loop contributions from the Electromagnetic field.

25/08/2022

In your opinion, is vacuum polarization a real phenomenon for a quantum gravitational field? Imagine tiny little gravitons possessing so much energy that it pops out of the vacuum as a real energetic electron or another particle for such a short time that the uncertainty principle preserves the conservation of mass and energy? It jus can't leave my mind thinking about that. 🥰

21/06/2022

Read this seminal paper at that site on academia......The 400 year old problem of many body systems first studied by french mathematician Langrangé, Newton and Laplace is presented with a solution valid to N particle systems.
https://mak.academia.edu/HaroldRwothomio

13/06/2022

Publish your research findings on academia where they can be read by other researchers.

23/03/2022

In the low energy limit when the effects of gravity can be ignored and matter and energy decouples from the spacetime geometry, we should recover quantum field theory in the flat spacetime of special relativity. This is the correspondence I was looking for. And the new theory actually reduces to relativistic quantum field theory (Klein-Gordon field; obeyed by all quantum fields) in the limit when quantum gravitational effects can be ignored.☺️

20/03/2022

After a few typing errors and ambiguities with the spacetime indices.....I present a second correct version. Well documented and open for peer review.

18/03/2022

Open for review......it's been a journey

06/03/2021

This month of March, our study focusses on the propagator as a Green's function to relativistic wave equations of quantum field theory....we will also study S-matrix theory to understand particle scattering processes.
Our main objective is to able to calculate transition amplitudes for states using Feynman path integral.
You may need to take courses in functional calculus and special functions like Green's function, calculus of variation and of course logarithmic and exponential integrals.

22/02/2021

Theorem:2
Given a system described by a wave function ¥, which is a tensor product of wave functions ¥'×¥"×¥"'ו••×¥^n, if the individual rest mass of the constituent particles is m and the algebraic sum of the rest masses is M, the system can be aggregated to form a single system of a new unique invariant rest mass M' less than or greater than M due to loss or transfer of momentum from or into the new system.
This is a consequence of our relativistic wave equation for composite particles.

ih/√1-u•u/c^2(d/dt-u•∆)¥(x,t)=mc^2¥(x,t)

u is a quantum velocity vector field describing the motion of the particles inside the system.

u=J/¥*¥

Where ¥* is the complex conjugate of the wave function ¥ and J is the 3-current density.
This is valid even for spinors where we replace the conjugate wave function ¥* with the adjoint spinor acted to the right by the time like Dirac gamma matrices.

We can in principle derive a general relativistic wave function that describes many particle systems. Something that is not well defined in ordinary relativistic quantum mechanics but well defined in quantum field theory.

21/02/2021

It looks as though there are two types of quantum systems. One in which aggregation occurs with either exothermic or endothermic transfer of energy and momentum. We will try to investigate this effect analytically. Should be a genuine quantum property analogous to classical thermodynamics.

15/02/2021

Anñus mirabilis 🤩

Harold-Bohm-Dirac equation
In this paper, we have a fully covariant relativistic theory for Bohmian mechanics. A variant of quantum mechanics.
It naturally describes spin currents and can be used to fully describe composite spin1/2 fields like atomic nuclei and protons and neutrons in which the properties of these composite fields depends on the Dynamics of their intra particles. We can also use it to describe the state of quantum computing devices. Spin currents is what we describe analogous to electric currents in the Dirac equation. It completely unifies the theory of Bohmian mechanics with relativity.