Relational Magnitudes are invariant vectorial quantities that conserve their value and form under transformations of translation and rotation.
This work explores the resolution of magneto-Coriolis waves in cylindrical geometry based on theoretical foundations in hydrodynamics and magnetohydrodynamics. A numerical algorithm has been developed to address this problem.
Calculates the minimum size of a rotating living habitat for optimal conditions.
Coriolis Game JS is a lightweight browser simulation that lets you launch projectiles inside a rotating space habitat and observe Coriolis and centrifugal effects in real time.
Coriolis Game is a lightweight pygame simulation that lets you launch projectiles inside a rotating cylinder and watch rotating-frame physics bend their paths in real time.
π§ Explore invariant vectorial quantities that maintain their properties under translation and rotation in this project on relational magnitudes.
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