These systems are isochronous and always have one resonant frequency when modeled using the small-angle approximation.
These systems are isochronous and always have one resonant frequency when modeled using the small-angle approximation. The "double" variant of these systems exhibits chaotic motion. The precession of a large one of these systems due to the Coriolis force proves that the Earth rotates. A basic way to model these systems considers them as simple harmonic oscillators. For 10 points, name these physical systems consisting of oscillating hanging weights, an example of which is named for Léon Foucault.
These systems are isochronous and always have one resonant frequency when modeled using the small-angle approximation.
pendulums