An Introduction to Mathematica Online
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An Introduction to Mathematica Online
Speaker: Cliff Hastings Mathematica Online brings the world's ultimate computation system to the cloud. Learn to use Mathematica interactive notebooks in your web browser—with no installation or configuration required—and seamlessly share documents and resources in the cloud. Desktop Mathematica and Mathematica Online integration is ...
5.7K viewsDec 28, 2015
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x = A cos(ωt + φ)A point moving at constant angular speed ω around a circle of radius A projects a straight-line shadow that performs simple harmonic motion. The x-component of this uniform circular motion is exactly x(t) = A cos(ωt + φ).This geometric projection is the direct link between circular motion and trigonometric functions. It provides a clear visual explanation for why the solutions to the simple harmonic motion equation are sinusoidal, without needing to solve differential equations.
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