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waves
caused by disturbances which result in oscillations that are spread out as waves
travelling waves: particles of medium oscillate about equilibrium position → transmit disturbance to other particles BUT particles do not move along with disturbance
as disturbance moves through the medium, wave is propagated and energy is transported
continuous wave produced when medium is disturbed in a regular, periodic way. repeats itself.
wave pulse produced when medium is disturbed briefly. wave pulse is an isolated disturbance that travels through an otherwise undisturbed medium.
travelling/progressive waves
movement of a disturbance from a source that transfers energy but not material to places around it
examples
mechanical waves (require a medium for propagation)
EM waves (do not require a medium)
types: transverse/longitudinal
transverse waves
displacement of particles is perpendicular to direction of wave propagation/energy transfer
eg EM waves
longitudinal waves
displacement of particles in the medium is perpendicular to direction of wave propagation/energy transfer
series of compressions/rarefactions
at centre of compression/rarefaction, displacement = 0
consider if moved left/right when plotting displacement-distance graph
eg sound waves
wavelength
distance between any two successive points in phase
period
time taken for particle to undergo one complete cycle of oscillation/time taken for wave to travel through one wavelength
frequency
no. of complete cycles performed by a particle per unit time/no. of wavelengths that pass a given point per unit time
wave speed
distance the wave profile moves per unit time
NOT the speed of oscillating particles!
derivation (to memorise)
speed = distance/time
distance = 1 wavelength λ, time = period T
v = λ/T = fλ
how to find wavelength?
displacement-distance graph
how displacements of particles vary with distance from source at a fixed moment in time
measure distance between successive crests/troughs
how to find period?
displacement-time graph
how displacement of a single particle varies with time
measure distance betwen successive crests/troughs
sound
form of energy that is transferred from one point to another as a longitudinal wave
vibrating object in medium (eg air) causes shifting of layers of air particles, creating series of compressions and rarefactions
direct measuring of speed of sound
using measuring tape, observers A/B positioned at distance d apart in open field
observer A fires a starting pistol
observer B, on seeing the flash, starts the stopwatch. when hears sound, stops stopwatch. record time interval t.
v = distance/time
sources of error
random error due to human reaction time → repeat experiment and take average
effect of wind on speed of sound in air (doppler effect) → A/B should exchange positions and repeat experiment to cancel effect
EM waves
oscillating electric charge produces sinusoidally varying electric and magnetic fields oscillating in phase which are perpendicular to each other and to the direction of wave propagation
transverse waves
can travel in vacuum
in vacuum, same speed
undergo reflection, refraction, interference, diffraction and polarisation
intensity
rate of energy flow (ie power) per unit cross-sectional area perpendicular to the direction of wave propagation
I = P/S = E/tS
E ∝ A² / ⭐️ I ∝ A²
inverse square law: as distance of observer from point source increases, power received decreases as energy spreads out over larger area
I = P/4πr² → I ∝ 1/r²
only for sources which emit in all directions (ie point source, like sun)