phenomenon 34.2 Exact isochronism on a cycloid

open in the book · parts/03-classical-mechanics/17-exp-pendulum.tex:225 · p. 1139

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phenomenon 34.2: Exact isochronism on a cycloid34.2equation 28.7: eq:osc-pendulum-period28.7proposition 28.12: Huygens' cycloidal pendulum is exactly isochronous28.12proof : ch:17-exp-pendulum@proof-1proofexperiment : Foucault: the pendulum at the Panthéonexperime…example 28.10: The seconds pendulum28.10phenomenon 34.8: Suspension and oscillation centres are reciprocal34.8phenomenon 34.9: The seconds pendulum is nearly, but not exactly, a metre34.9phenomenon 34.11: The swing plane precesses at the vertical component of the Earth's rotation34.11experiment : Kater: the reversible pendulumexperime…experiment : Galileo and Huygens: isochronismexperime…equation 28.8: eq:osc-pendulum-exact28.8equation 28.2: eq:osc-sho28.2proof : ch:11-oscillations-waves@proof-6proof

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cites Horologium Oscillatorium sive de motu pendulorum ad horologia aptato demonstrationes geometricae derived parts/03-classical-mechanics/17-exp-pendulum.tex:233
depends_on eq:osc-pendulum-period declared parts/03-classical-mechanics/17-exp-pendulum.tex:236
depends_on Huygens' cycloidal pendulum is exactly isochronous declared parts/03-classical-mechanics/17-exp-pendulum.tex:236
proves ch:17-exp-pendulum@proof-1 declared parts/03-classical-mechanics/17-exp-pendulum.tex:239