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3.2.1.3: Simple Harmonic Motion Simulation
https://phys.libretexts.org/Courses/Joliet_Junior_College/JJC_-_PHYS_110/03%3A_Book-_Sound_-_An_Interactive_eBook_(Forinash_and_Christian)/3.02%3A_Vibrations/3.2.01%3A_Vibrations/3.2.1.03%3A_Simple_Harmonic_Motion_Simulation
The points on the graph of the motion of the mass on a spring can be described by the mathematical function $y(t)=A\cos (-2\pi ft+\phi )$ where $\cos$ is the cosine function, $f$ is the frequenc...The points on the graph of the motion of the mass on a spring can be described by the mathematical function $y(t)=A\cos (-2\pi ft+\phi )$ where $\cos$ is the cosine function, $f$ is the frequency, $A$ is the amplitude (maximum displacement) and $\phi$ is the phase in radians.

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