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Supplement Harmonic Motion Equations Answer Key  Form

Supplement Harmonic Motion Equations Answer Key Form

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in the last video we looked at a solution to the equation of motion for a mass on a spring so the motion does not involve friction so the mass oscillates indefinitely on the spring we looked at horizontal Springs and vertical Springs and the equation of motion is the same in both cases we saw that the solution is a sinusal function that is a function of the form a sin Omega t + 5 or we could use a COS Omega t + 5 but I've decided to use S it doesn't matter a Omega and fi are constants they're fixed values T is the independent variable of course we saw that Omega the coefficient of T is the square root of K Over M where K is the spring constant and M is the mass attached to the spring we also saw that a is the What's called the amplitude of the motion it's the maximum displacement of the mass from its equilibrium position in this video we're going to look at a particular example the example that we will use is 2 sin 3T + 1 here is a graph

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