Waves and Sound Flashcards
Transverse waves
Have oscillations of wave particles perpendicular to the direction of the wave propagations (i.e. electromagnetic wave)
Longitudinal waves
Have oscillations of wave particles parallel to the direction of wave propagation (example: sound waves)
Crest
The maximum point of a wave (point of most positive displacement)
Trough
The minimum point of a wave (most negative displacement)
Amplitude (A)
The magnitude of its maximal displacement.
from the top of crest or bottom of a trough from the equilibrium position
Displacement (x)
In a wave, displacement refers to how far a point is from the equilibrium position, expressed as a vector quantity.
equilibrium position: central point that the wave oscillates
Wavelength
The distance between two crest and two troughs (m)
or from one node to the another
Propagation Speed
Frequency
The number of cycles a wavelength makes per second. Expressed in hertz (Hz = 1/s = s^-1) or cycles per seconds (cps)
Angular frequency (w)
Another way of representing frequency expressed in radians per second.
- take regular freq x 2pi
useful for harmonic motion (i.e
Period (T)
The number of seconds it takes to complete a cycle. It is the inverse of frequency
units: s
= 2pi or 360*
T = 1/f
Principle of superposition
when waves interact with each other, the displacement of the resultant wave at any point is the sum of the displacements of the two interacting waves
Constructive interference
Occurs when waves are exactly in phase with each other.
- when the crest and troughs line up, despite different amp..
The amplitude of the resultant wave is equal to the sum of the amplitudes of the two interfering waves
Destructive interference
Occurs when waves are exactly out of phase with each other.
- the crest matches with the troughs line up percent (pi or 180 ???)
The amplitude of the resultant wave is equal to the difference in amplitude between the two interfering waves.
- can be 0 or just smaller.
Partial constructive / destructive interference
Occurs when two waves are not quite perfectly in or out of phase with each other.
The displacement of resultant wave = sum of displacement of two interfering waves
Traveling wave
The wave moves, and once it reaches fixed boundary, then it is reflected and inverted
- has shifting points of maximum and minimum displacement
Standing waves
Produced by constructive and destructive interference of two waves at same freq traveling in opposite directions in same space.
Both ends of string fixed.
Interference between traveling and reflected wave make it appear stationary.
Nodes
Points of waves that remain at rest/no oscillation, amplitude=0
created by total destructive inference between two waves
Nodes are the point of NO D(E)isplacement
Antinodes
-Midway between nodes,
-max amplitude
- created by total constructive inference between two waves
Resonance
an increase in amplitude that occurs when a periodic force is applied at the natural (resonant) frequency of an object