Chapter 15: Mechanical Waves Flashcards
Define: Transverse Waves
A wave that oscillates perpendicularly to the direction of propagation
Define: Propagation
Transmission of motion, light, sound in a particular direction or through a medium
Define: Medium
The intervening substance (ex. Air, Materials, Liquids)
Define: Longitudinal Wvaes
A wave that oscillates parallel to the direction of propagation
Define: Wavelength ( λ )
The horizontal distance from crest to crest
Define: Crest
The highest point above a waves’ surface (positive amplitude)
Define: Trough
The lowest point on a wave (negative amplitude)
Formula: v ( wave speed )
( Δx / Δt ) OR ( λ / T ) OR ( λ f ) OR ( ω / k )
Wave Function (when wave starts at y=0 )
y( x , t ) = A sin ( k x ± ωt )
Wave function (when wave starts y=±A)
y( x , t ) = A cos ( k x ± ωt )
Formula: k (wavenumber)
k = 2π / λ
Transverse Velocity of Waves (starts at y=0)
vT(x , t)= ± ωA cos (k x ± ω t)
Transverse Velocity of Waves (starts at y=