Circular Motion
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Circular Motion

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Questions and Answers

A ball is swung in a horizontal circle. Which force acts as the centripetal force?

  • Normal Force
  • Friction
  • Tension (correct)
  • Gravity
  • A car is traveling around a circular track at a constant speed. What is the direction of the car's acceleration?

  • The car does not accelerate.
  • Towards the center of the circle (correct)
  • Opposite to the direction of motion
  • Tangential to the circle
  • A ball is attached to a string and swung in a vertical circle. At what point in the circle is the tension in the string the greatest?

  • The tension is the same at all points.
  • At the bottom of the circle (correct)
  • Halfway up the circle
  • At the top of the circle
  • A ball is moving in a horizontal circle. The ball is suddenly released. What is the path of the ball immediately after it is released?

    <p>Moves in a straight line tangent to the circle</p> Signup and view all the answers

    A car is traveling around a circular curve. If the car's speed is doubled, what happens to the centripetal force required to keep the car moving in a circle?

    <p>It is quadrupled.</p> Signup and view all the answers

    A ball is spinning inside a cone. If the ball spins too fast, what happens to the direction of friction?

    <p>Friction acts down and in</p> Signup and view all the answers

    A ball is swung in a vertical circle. At what point in the circle is the tension in the string the least?

    <p>At the top of the circle</p> Signup and view all the answers

    A satellite is in a circular orbit around the Earth. What provides the centripetal force that keeps the satellite in orbit?

    <p>The Earth's gravitational force</p> Signup and view all the answers

    A ball is moving in a vertical circle. If the ball is moving too slowly at the top of the circle, what will happen?

    <p>The ball will fall straight down</p> Signup and view all the answers

    What is the relationship between the angular velocity (ω) and the period (T) of a rotating object?

    <p>ω = 2π/T</p> Signup and view all the answers

    Study Notes

    Angular Velocity

    • Angular velocity is the rate of change in angle with respect to time, measured in rad/s and symbolized by ω.

    Periodic Time

    • Periodic time is the time it takes for one full revolution to occur, measured in seconds and symbolized by T.

    Centripetal Force

    • Centripetal force is responsible for keeping an object moving in a circle, constantly changing direction.
    • Sources of centripetal force include: • Tension • Weight • Reaction force • Friction
    • Centripetal force always points towards the center of the circle.

    Horizontal Circular Motion

    • To solve problems involving horizontal circular motion: • Draw a force diagram for the object • Set vertical forces up and down equal to each other • Set total horizontal force equal to centripetal force • Combine equations and solve for unknowns

    Friction

    • To find the direction of friction, imagine which direction the object would move if the surface was smooth, and friction acts in the opposite direction.
    • Examples: • Friction acts down and in if a ball is spinning too fast inside a cone and spirals up. • Friction acts up and out if a ball is spinning too slow inside a cone and spirals down.

    Vertical Circular Motion

    • The speed of an object in vertical circular motion is always changing as energy is converted between kinetic and potential energy.
    • Conservation of energy must be used to solve problems involving vertical circular motion.

    Strings and Tension

    • Centripetal force in vertical circular motion comes from a combination of tension and a component of the object's weight.
    • At the bottom of the circle, F = T - W, and tension is greatest.
    • At the top of the circle, F = T + W, and tension is smallest.
    • Tension in the string continuously changes, and if it reaches 0, the string goes slack.
    • If a particle only just reaches the top, the string goes slack at that point.

    Loops

    • If a particle is moving along a loop, it feels a reaction force with the surface.
    • To find when/where the particle falls off the loop, find when the reaction force becomes zero.
    • If a particle is moving on a loop, the reaction force R acts in the opposite direction to the centripetal force.
    • If a particle is moving inside a loop, R provides the centripetal force.
    • Another way to find when a particle loses contact with the inside of a loop is to see when its speed becomes 0.

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    Description

    This quiz covers key concepts in circular motion, including angular velocity, periodic time, centripetal force, and centripetal acceleration.

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