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“Solvering” the Physical Pendulum

Francis X. Hart

Open publisher page 2 citations

Abstract

In this paper I describe an experiment in which the maximum speed and damping of a physical pendulum are measured as the position of its center of mass is varied. The measured speeds are fit to an exponential decay model using the Solver function of Excel. Energy conservation provides calculated values for the dependence of velocity on center-of- mass (c.m.) position.

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What this paper is about

In this paper I describe an experiment in which the maximum speed and damping of a physical pendulum are measured as the position of its center of mass is varied. The measured speeds are fit to an exponential decay model using the Solver function of Excel. Energy conservation provides calculated values for the dependence of velocity on center-of- mass (c.m.) position.

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Available abstract

In this paper I describe an experiment in which the maximum speed and damping of a physical pendulum are measured as the position of its center of mass is varied. The measured speeds are fit to an exponential decay model using the Solver function of Excel. Energy conservation provides calculated values for the dependence of velocity on center-of- mass (c.m.) position.

Key concepts: Pendulum, Center of mass (relativistic), Position (finance), Physics, Exponential function, Function (biology), Solver, Energy (signal processing)

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