'Harmonic motion' diaporamas de présentation

Chapter 18

Chapter 18. Superposition and Standing Waves. Waves vs. Particles. Superposition Principle. If two or more traveling waves are moving through a medium, the resultant value of the wave function at any point is the algebraic sum of the values of the wave functions of the individual waves

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Sound and Waves

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Oscillations & Waves

Simple Harmonic Motion. Forced Oscillations & Resonance. Oscillations & Waves. IB Physics. WAVES. Make sure to read page 99. Simple Harmonic Motion. Oscillation

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Two-Dimensional Unsteady Planing Elastic Plate Michael Makasyeyev Institute of Hydromechanics of NAS of Ukraine, Kyiv

Two-Dimensional Unsteady Planing Elastic Plate Michael Makasyeyev Institute of Hydromechanics of NAS of Ukraine, Kyiv . M_Makasyeyev@ukr.net. Outline. 1. Introduction 1.1. Motivations 2. Hydrodynamic problem 3. E lasticity problem 4. Solution method 5. Numerical results 6. Conclusion.

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Periodic motion Frequency Period

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Interference in One Dimension

Interference in One Dimension. We will assume that the waves have the same frequency , and travel to the right along the x-axis. source. The optical path difference (OPD). The Phase Difference. Path-length difference. Inherent phase difference. If the waves are initially in-phase.

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PHYSICS 231 Lecture 33: Oscillations

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Chapter 6 Test Review

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CHapter11

CHapter11 . Section 2 solving simple harmonics. Objectives. Identify the amplitude of vibration. Recognize the relationship between period and frequency. Calculate the period and frequency of an object vibrating with simple harmonic motion. Amplitude.

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University Physics: Waves and Electricity

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Simple Harmonic Motion

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The Simple Pendulum

The Simple Pendulum. Recall from lecture that a pendulum will execute simple harmonic motion for small amplitude vibrations. Period (T) - time to make one oscillation Frequency (f) - number of oscillations per unit time. Period. Frequency. In symbolic form. or.

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The RLC Circuit

The RLC Circuit. AP Physics C Montwood High School R. Casao. A more realistic circuit consists of an inductor, a capacitor, and a resistor connected in series. Assume that the capacitor has an initial charge Qm before the switch is closed.

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Periodic Motion and Theory of Oscillations

Periodic Motion and Theory of Oscillations. a x. Harmonic oscillator: ma x = - kx. Restoring force F x = -kx is a linear function of displacement x from equilibrium position x=0. m. 0. Oscillator equation:. X. Initial conditions at t=0:. Simple harmonic motion:

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Periodic Motion and Theory of Oscillations

Periodic Motion and Theory of Oscillations. a x. Harmonic oscillator: ma x = - kx. Restoring force F x = -kx is a linear function of displacement x from equilibrium position x=0. m. 0. Oscillator equation:. X. Initial conditions at t=0:. Simple harmonic motion:

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Oscillations

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11-5 Damped Harmonic Motion

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Simple Harmonic Motion

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Warm up 06-02-14

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Chapter 11 Vibrations and Waves

Chapter 11 Vibrations and Waves. When a vibration or oscillation repeats itself back and forth over the same path, the motion is periodic. When an object oscillates, the point where no net force is applied on the object is called the point of equilibrium. See spring diagram p 310.

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