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The Basics. Simple Harmonic Motion A body will undergo SIMPLE HARMONIC MOTION when the force that tries to restore the object to its rest position is.

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Presentation on theme: "The Basics. Simple Harmonic Motion A body will undergo SIMPLE HARMONIC MOTION when the force that tries to restore the object to its rest position is."— Presentation transcript:

1 The Basics

2 Simple Harmonic Motion A body will undergo SIMPLE HARMONIC MOTION when the force that tries to restore the object to its rest position is proportional to the displacement of the object. A pendulum and a mass on a spring both undergo this type of motion which can be described by a SINE WAVE Simple harmonic motion is one of the most common types of motion found in nature.

3 Common Examples Ripples in a pond A swing Radio Waves

4 What is a wave? A disturbance traveling through a medium. Energy is passed without permanently disturbing the medium. The Source of Waves For the wave to propagate (travel), something must vibrate. This vibration is the source of the wave.

5 Types of Waves Mechanical Waves Transmit energy without transmitting matter Water waves, sound waves, waves on a rope Electromagnetic Waves Light waves, radio waves, X rays No medium is needed to transmit energy Travel at the speed of light = 300,000,000 m/s Matter Waves Electrons and small particles show wave-like behavior

6 How does the Medium effect Waves? The medium is the material being disturbed. Disturbances move through a medium at specific speeds (wave speed). Wave Speed is characteristic of the medium only. Waves travel faster in stiffer mediums.

7 Amplitude Amplitude is a measure of the strength of the wave distance from midpoint to crest or trough

8 Wavelength distance between one crest and the next is the symbol for wavelength

9 Frequency and Period Frequency is the number of vibrations per second measured in hertz Period is the time to make one complete cycle frequency = 1 / period period = 1 / frequency

10 Wave Speed The distance between crests is divided by the time between the crests wave speed = frequency x wavelength v = f

11 Wave Speed Wave speed depends on the nature of the medium When a wave goes from one medium to another there may be a change in the wave direction changes speed changes

12 Transverse Waves Sine wave motion of wave at right angles to movement of wave Has an obvious up- down or side-to-side vibration

13 Longitudinal Wave particles move back and forth in direction of the movement of the wave

14 Basic Types of Waves Transverse Waves Longitudinal (compression)Waves


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