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Angular Motion

This guide explores the relationship between linear and angular motion, providing key formulas and concepts such as the conversion between radians and degrees. It introduces essential physics principles, including the right-hand rule for determining acceleration direction, and discusses the importance of the Inertia Parallel Axis Theorem. Key formulas, including the relationship of arc length (x = rΘ) and the conversion of angle units, are clearly outlined. This resource is perfect for students looking to grasp angular motion concepts and perform the necessary calculations.

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Angular Motion

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  1. Angular Motion

  2. Linear to Angular conversions

  3. x • Where x = arc length • Θis the angle • r is the radius of the circle • Linear to angular • (Θis in radians) • To get into degrees:

  4. Conversion Degrees & Radian

  5. 1 Revolution = 2π(rad) = 360 deg

  6. Right Hand rule • To figure out the actual acceleration of an object you place your and in the same way of the rotation (cuffing your fingers).The way in which your thumb points outward is the angle in which the object is accelerating.

  7. Dot and Cross Products c Cross products ARE NOT commutative

  8. Inertia

  9. Parallel Axis Theorem • General Format: Where is **from last slide

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