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Achievements

Achievement: YOLOAchievement: Pull SharkAchievement: Arctic Code Vault ContributorAchievement: Starstruck
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@Physics-Simulations
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labay11/README.md

Hi there 👋

I'm passionate about Physics with a strong enthusiasm for the fundations of Quantum Mechanics and its applications in the new era of technology, wishing to understand someday what is 𝜓. Nevertheless, I'm also curious about other areas of physics like High Energy, Quantum Gravity or Complex Systems, even other topics like psicology or phylosophy.

I have a solid background in programming languages like Python and most of its common libraries for scientits (numpy, matplotlib) and data science (pandas). Also experienced in web applications (html, javascript, ReactJS, CSS...) and SQL management with SQLite and MySQL. Awarded with a Developer Certification in Android Development with Java and interested in promissing languages like Julia. I also have some gists with small utilities for the day-to-day life, go and check them out.

Firm defendant of Open Source in Science and Technology.

For more, take a look at labay11.github.io.

Pinned

  1. MQ-2-sensor-library MQ-2-sensor-library Public

    A simple library to retrieve the information given from the MQ 2 sensor in arduino

    C++ 48 30

  2. ideal-gas-simulation ideal-gas-simulation Public

    Ideal gas simulation in a 3D system at temperature T and volume L^3, where L is the length of the walls.

    Python 12 7

  3. tunneling-simulation tunneling-simulation Public

    Simulation of the tunneling effect of a gaussian wave packet in a infinite square box with a barrier at the middle.

    Python 2

  4. Ising-Model Ising-Model Public

    A simple implementation of the 2d Ising Model using the MonteCarlo method.

    Python

  5. n-body-problem n-body-problem Public

    In physics, the n-body problem is the problem of predicting the individual motions of a group of celestial objects interacting with each other gravitationally.

    Python 2

  6. Optimal-Path Optimal-Path Public

    Finds the optimal and shortest path between two points in the presence of a potential.

    Python