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Gradfolio

responsive, dark-mode ready Jekyll theme designed for use as a personal website and portfolio. Here's a live demo

Features

  • Responsive
  • Respects Dark Mode preference set by user
  • Projects Page to showcase your work/side projects
  • Easily link to your profiles on ResearchGate and ORCID

Installation

Alternatively, you can download the source files and make changes locally.

To test these changes, open a terminal inside the source folder and use jekyll serve --incremental --trace to make it available on a local server (typically http://localhost:4000/)

The --incremental flag ensures that any changes you make are reflected in your browser in real time and the --trace option might be useful for debugging if things break while you are changing the source files.

Once you have personalised and tested the site, you can create a new repo, upload these files and host your website from the repo.

Based on

License

MIT License

JekyllThemes

Nicholas Natsoulas's Projects

acs icon acs

Attitude Control System of Alpha CubeSat

finitesquarewell_animations icon finitesquarewell_animations

Animations for Finite Square Well potential solutions to the Schrödinger Equation. Superposition of the ground and first excited Eigen Energy States evolving with time.

griffiths_qm icon griffiths_qm

Repo to stash Griffiths QM Numerical Experiment solutions

interplanetary_transporter_6dof icon interplanetary_transporter_6dof

6-DOF Spacecraft Orbit and Attitude Simulation that utilizes two controller (1 for orbit & 1 for attitude), simplex optimization and PWPF modulation for thruster actuation, and RK 4-5 numerical integration to simulate a closed-loop control system for given desired attitude, orbit, and initial conditions .

kalman_filter_examples icon kalman_filter_examples

Simple KF examples with simplified dynamics and noise + error, good for reference, teaching, and as a template for more software.

lqr_rendezvous icon lqr_rendezvous

3-DOF simulation that implements LQR control to perform Spacecraft Rendezvous.

rendezvous_service icon rendezvous_service

Simulating a satellite rendezvous/flyby operation. One satellite is maneuverable and is denoted as the helper satellite, the other is non-maneuverable and is denoted as the target satellite.

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