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ESM2_Foucault Pendulum numerical integration from On the modelling and testing of a laboratory-scale Foucault pendulum as a precursor for the design of a high-performance measurement instrument

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posted on 19.05.2020, 18:43 authored by Matthew P. Cartmell, James E. Faller, Nicholas A. Lockerbie, Eva Handous
This file contains a master program for integration of the differential equations of motion for the Foucault pendulum

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On the modelling and testing of a laboratory-scale Foucault pendulum as a precursor for the design of a high-performance measurement instrument
Proceedings of the Royal Society A: Mathematical, Physical & Engineering SciencesProceedings of the Royal Society A: Mathematical, Physical & Engineering Sciences

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Foucault pendulumparametric excitationnonlinear dynamicsLense–Thirring precessiongeneral relativity

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