Chapter 15.pptx - Chapter 15 Oscillations PHY 140 Rakhsha Nasseripour Periodic Motion • A periodic motion is a kind of motion that repeats itself and

Chapter 15.pptx - Chapter 15 Oscillations PHY 140 Rakhsha...

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Chapter 15 Oscillations PHY 140 Rakhsha Nasseripour
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Periodic Motion: A periodic motion is a kind of motion that repeats itself and oscillates about an equilibrium position. There is a restoring force that brings the object back to the equilibrium position.
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F requency of an oscillation is the number of times per second that it completes a full oscillation (cycle) Unit of hertz: 1 Hz = 1 oscillation per second Period: The time in seconds for one full cycle. Amplitude: Maximum value of displacement from the equilibrium position(for example +/-A measured from equilibrium to be at zero ). Periodic Motion:
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If the restoring force is linear as a function of displacement, then we have a Simple Harmonic Motion (SHM). Examples: For a spring: F = -kx For a pendulum: F= -mg sin q F = -mg x/L Simple Harmonic Motion (Harmonic Oscillator)
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Equations of Motion for SHM: Equations of motions describe the position, velocity, and acceleration as a function of time.
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