The particle’s oscillation is parallel to the wave’s propagation.
Wave pulse
It is a single disturbance that moves through a medium from one point to another point
Periodic wave
Sinusoidal wave, standing wave, fourier wave
Sinusoidal wave
The disturbance oscillates periodically with a fixed frequency and wavelength
Standing wave
It is the superposition of two waves of the same frequency, wavelength, and amplitude travel in opposite directions'
Fourier wave
It is composed of superimposed sinusoidal waves
compression
a region with increased pressure and density
rarefaction
a region with deceased pressure and density
Wavelength
Distance between two successive in-phase particles of the medium
Distance of the crest (or trough) from equilibrium state of the wave.
Amplitude
Frequency
The number of crest that pass a fixed point per second. (SI unit: hertz)
Period
The time (in second) it takes a wave to travel a wavelength.
Angular frequency
The rate of change of the phase of sinusoidal waveform
Wave number
The spatial frequency of a wave, either in cycles per unit distance or radians per unit distance.
Epoch
The initial phase or phase constant.
Wavespeed (Propagation or Phase speed
The distance traveled by wave crest in one cycle divided by the period or the rate at which the phase of the wave propagates in space
Group speed
the rate at which the overall shape of the waves’ amplitude spreads through space
Reflection
It is the change in propagation direction at an interface between two different media
Refraction
It is the changing of wave propagation direction due to change in its transmission medium.
Diffraction
It is the bending of wave propagation when it encounters an obstacle or a slit.
Interference
It is the superposition of waves that encounter each other to create a new wave called an interference pattern.
Intensity, I
the time average rate at which energy is transported by the wave, per unit area, across a surface perpendicular to propagation’s direction
Standing wave
Node and antinode
Node
point in a standing wave that always undergoes complete destructive interference and therefore is stationary
Antinode
point in a standing wave, halfway between two nodes, at which the largest amplitude occurs
Law of lengths
for a vibrating string, its frequency is inversely proportional to its length.
Law of diameters
for a vibrating string, its frequency is inversely proportional to its diameter.
Law of densities
for a vibrating string, its frequency is inversely proportional to the square root of its linear density
Law of tensions
for a vibrating string, its frequency is directly proportional to the square root of the tension.
Beats
is the variation of loudness caused by amplitude variation
String
When the strings are disturbed by either plucking or strumming, they vibrate and produce sound. This sound is enhanced by the hollow body of the instrument.
Winds
One end of the instrument is blown, air inside it vibrates and produces sound.