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Published byBerenice Clarke Modified over 9 years ago
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Chapter 9 Circular Motion
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Axis: The straight line about which rotation takes place Rotation: Spin, when an object turns about an internal axis Revolution: when an object turns about an external axis
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Linear Speed: change in distance/time Tangential Speed (v): the speed of an object moving in a circular path is always tangent to the circle.
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Rotational Speed or angular speed( ): number of rotation/ time Tangential speed is directly proportional to the rotational speed and the radial distance from the axis of rotation (r). – What does this mean????
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Tangential Velocity = (radius)(rotational Speed) As an equation:v = r
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Important Equation for a Circle Circumference = 2 r Knowing this, you can solve for – the distance a circular object will move in one rotation – The number of revolutions a circular object will travel in a set distance
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Frequency (f): Number of times an event occurs in a given unit of time – Units: s -1 or Hertz – Example: 80 beats/60 sec Period (T): The time it takes to complete 1 cycle – Example: 0.75 sec between beats f = 1/T and T = 1/f
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V = 2 r/T Linear Speed for a given point on a circular path is given by Circumference divided by the period.
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V = 2 r/T Linear Speed for a given point on a circular path is given by Circumference divided by the period. Example: Identify the linear speed of an object that is 0.1 m from the center of its spin and makes 1 rotation per second.
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V = 2 r/T Linear Speed for a given point on a circular path is given by Circumference divided by the period. Example: Identify the linear speed of an object that is 0.1 m from the center of its spin and 1 rotation takes 1.5 sec. V = 2 (0.1 m ) / 1.5 sec = 0.42 m/s
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Centripetal Force: Any force that causes an object to travel in a circular path. The force is directed at a right angle to the path of movement.
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Centrifugal Force: The outward “force” of circular motion
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Simulated Gravity Where F = 9.8 m/s 2 You are able to solve for the radius (r) and/or velocity (v) needed for a particular mass to experience the force of gravity!
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Ch9. part 2, then finish the lab from Ch. 8!
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