11 Waves Flashcards
Progressive wave
A wave which energy is transferred from one point to another via vibrations or oscillations within the wave
Amplitude
Magnitude of the maximum displacement of an oscillating particle from its equilibrium position.
Period, T
Time elapsed between successive occasions when a particle is moving through the same point in the same direction.
Frequency, f
Number of oscillations made per unit time
Wavelength, λ
Shortest distance between two points on a progressive wave which are in phase
Wavefront
Locus of points having the same phase
speed of the wave = ?
distance travelled by the wave/time taken
v = λ/T
=f λ
Phase
An angle which gives a measure of the fraction of the cycle that has been completed by an oscillating particle/wave
∆ Φ = ?
(2 π/λ) ∆x
OR
(2 π/T) ∆t
Intensity (I)
Wave energy incident per unit time per unit area normal to the wave
Power/ Area
Relationship between I and Amplitude
I proportional to Amplitude^2
Since I ∝E, E= 1/2 m(ω^2)(A^2)
Relationship between intensity and distance from wave source
I inversely proportional to r^2 (3D)
I inversely proportional to r (2D)
Polarisation
The confinement of oscillations in only one plane. Plane of oscillations is parallel to direction of energy transfer
(Only transverse waves can be polarised)
Malus’ Law
The intensity of a beam of plane-polarised light after passing through a rotatable polariser is directly proportional to the square of the cosine of the angle which the polariser is rotated from the position that gives maximum intensity
I = I(max) cos^2 θ