theorem 29.60 Planar central motion in a rotating frame

open in the book · parts/03-classical-mechanics/12-rigid-body-rotating-frames.tex:2509 · p. 1004

Rests on

Supports

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Every logical edge within two steps of this node.

theorem 29.60: Planar central motion in a rotating frame29.60equation 29.66: eq:rigid-rotating-eom29.66phenomenon 29.61: The Foucault pendulum29.61proof : ch:12-rigid-body-rotating-frames@proof-40proofexperiment : Foucault: the pendulum at the Panthéonexperime…example 29.52: Sizes of the three terms at the Earth's surface29.52phenomenon 29.53: Rotation is locally detectable, uniform motion is not29.53phenomenon 29.58: Weather systems circulate, and the sense is set by the hemisphere29.58phenomenon 29.56: Falling bodies are deflected eastward29.56phenomenon 29.55: Effective gravity varies with latitude29.55proposition 29.57: The Eötvös effect29.57phenomenon 34.11: The swing plane precesses at the vertical component of the Earth's rotation34.11remark 29.62: The same rate read as a holonomy29.62proof : ch:12-rigid-body-rotating-frames@proof-41proof

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typedirectionnode provenancewhere
depends_on eq:rigid-rotating-eom declared parts/03-classical-mechanics/12-rigid-body-rotating-frames.tex:2526
depends_on The Foucault pendulum declared parts/03-classical-mechanics/12-rigid-body-rotating-frames.tex:2574
proves ch:12-rigid-body-rotating-frames@proof-40 declared parts/03-classical-mechanics/12-rigid-body-rotating-frames.tex:2529