|SHM | Wave terms | Wave Phenomena | Extensions
associated with competency 10.2, 3, 4, and 5 for chap 13
The (mechanical) wave model: energy moves from one place to another with no net movement of particles. Energy will create a system that has frequency (f), period (T), wavelength (λ), velocity (v), amplitude (A), and angular frequency (ω). A pulse (a single disturbance that does not have frequency or wavelength) is used to illustrate many wave properities, but it is not a wave.
Mechanical waves require a source to create the wave, a medium to transmit the wave, and a receiver to detect the wave.
Christian Huygens (1629 - 1695) studied wave properties and produced several formal statements about waves. He was a contemporary of Sir Issac Newton and developed some competing ideas to explain observations involving light.
terms: mechanical vs electromagnetic
waves | three types of mechanical waves |
graphs (amplitude, wavelength, period, phase, crest/trough, node/antinode)
| point
vs line sources vs circular vs plane waves (rays)| curvature vs radius of
curvature |
mechanical waves: electromagnetic waves:
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mechanical waves: The source of the wave determines 1) the type of wave, 2) the frequency (f or ν) of the wave (which is also related to the period T), and 3) the energy of the wave The medium determines the velocity of the wave The source and the medium together determine the amplitude (A) and the wavelength (λ). E ∝ A
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electromagnetic waves: are different from mechanical waves because:
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transverse waves: displacement of the medium is perpendicular to the direction of propogation |
longitudinal waves: displacement of the medium is parallel or antiparallel to the direction of propogation |
torsional waves: displacement of the medium is around the direction of propogation (be careful that there is no perpendicular motion because that would be a transverse wave) |
wave applet |
last modified 2-14-07