My principal interest and area of research is mathematical modeling, where problems of different areas (physics, engineering, economics) are approached using mathematics to be able to understand, quantify or at least reproduce the behavior of interest. Although several problems are very appealing to me, I am now concentrated in Computational Fluid Dynamics, topic of my thesis work.

Here you will find links to my main projects and a list of projects that I have done over the last 10 years. If you need any further information from the topics of the list please contact me and I will be happy to assist you.

Computational Fluid Dynamics (Current Work)

Mechanics

Coupled Pendulums

Torsion Systems

Electromagnetism

Ohm's Law

Electric Field  

Magnetic Field

Alternating Current

Capacitors and Weaston Bridge

RLC Circuit

Electron Mass - Charge Relation

Electronics

Diodes

Zener Diodes

Transistors

Amplifiers

Bode Diagrams

Digital to Analog Converter

Digital Gas Counter Project

Modern Physics

Gravitational Mirrors

Dispersion by a Central Field

Optic Constants of Thin Films

Identical Particles

Tomas Fermi and Brandt Kitagawa Electronic Distributions

Anharmonic Oscillator

Computational Physics

Simulation of Stopping Potential

Coupled Pendulums

Dispersion by a Central Field

Heat Equation

Poisson Equation

Electron in variable Electromagnetic Field

Magnus Effect

Coupled Pendulums

Computational Fluid Dynamics