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We’ve already discussed and used accelerations tangential ( a t ) and normal ( a n ) to the path of motion. We’ve calculated a n from a n = v 2 /r (circular.

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Presentation on theme: "We’ve already discussed and used accelerations tangential ( a t ) and normal ( a n ) to the path of motion. We’ve calculated a n from a n = v 2 /r (circular."— Presentation transcript:

1 We’ve already discussed and used accelerations tangential ( a t ) and normal ( a n ) to the path of motion. We’ve calculated a n from a n = v 2 /r (circular motion) or a n = v 2 /  (non-circular). Particle Kinematics n-t Coordinates Intro In this section I’ll show you from where the a n term arises (it arises from the time derivative of the u t unit vector). And we’ll work some example n-t problems.

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3 The direction of the u t and u n unit vectors change, because they are attached to and move with the particle. Their lengths are constant (as unit vectors, their length is 1, of course!).

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