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Characteristics of Waves:
A wave is a
rhythmic disturbance that transfers energy through space or matter.
A wave possesses
kinetic energy of motion.
In transverse waves
the top of wave form is called the
crest (an antinode) while bottom is the
trough
(another antinode). See drawings given in class.
Wavelength
is the linear distance between any two corresponding points on consecutive
waves.
The
amplitude
of a wave is the distance a wave rises or falls from its usual resting position.
The amplitude of a wave is dependent on the energy that creates the wave.
The
frequency
of a wave refers to the number of waves that pass a given point in one second.
The frequency of a vibration is expressed using a unit called
hertz. One hertz (Hz) is one vibration
(one back and forth motion or one crest and trough combination) per second.
For example: when a tuning fork with a frequency of 256 Hz is struck, it
will vibrate 256 times in one second.
The
period
is the time it takes fro one complete vibration. The period is inversely
related to the frequency. As the period increases, the frequency
decreases. As the period decreases, the frequency increases. The velocity (related to speed) of a wave depends on the wavelength and the frequency of a wave. The velocity of a wave is the wavelength times the frequency of the wave.
Two Major Types of Waves: In transverse waves, such as light and water waves, matter moves up and down at right angles to the direction in which the wave moves (direction of propagation). In compression waves, such as sound waves, matter vibrates in the same direction as the wave moves. Compression waves travel through solids, liquids, or gases. Instead of troughs and crest, compression waves have areas of compression and rarefaction. Areas of compression are places where molecules are crowded together and areas of rarefaction are areas where molecules are spread out. The wavelength of a compression wave is the distance from one compression to another or from one rarefaction to another.
Wave Equation: V = λ • f λ = V • T f = 1 / T where V = velocity, λ = wavelength (lambda), f = frequency, T = period Electromagnetic waves (visible light, UV, infrared, TV, radio, microwave, gamma, etc.) travel at the speed of light (c) which equals 3.0 E 8 m/s or 186 282 miles/second
Using V =
λ
• f
(and assuming v = c which is a constant) example: 6 = 3 f ( f would = 2) 6 = 6 f ( f would = 1)
Using
f = 1 / T
Using V =
λ
• f
352 m/s =
λ
• 440 Hz
All electromagnetic
waves have different frequencies and different wavelengths, but the same speed
(c = 3 E 8 m/s) Radiation: · there is no transfer of mass · requires no material medium to propagate · the energy being transferred is an electromagnetic disturbance
see drawing of electromagnetic wave The magnetic and electric fields are being represented by a series of vectors (not lines of force) that indicate magnitude and direction of the fields in the path of the wave. The fields are perpendicular to each other and to the direction of the wave and remain in step as they periodically reverse their direction.
A heated, glowing
body emits all wavelengths (entire spectrum) from radio waves (miles in length)
to gamma radiation (less than
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Page Last Updated: Friday March 02, 2007 Webmaster: Larry Jones Pickens County School District |