AQA A-Level Physics Notes | 3.1

  • Waves: transfer of energy.
  • Amplitude: maximum displacement of a wave.
  • Wavelength: distance between two consecutive peaks.
  • Frequency: number of seconds for a wave to pass a point.
  • Period: number of waves passing a point per second.
  • v = f λ
  • v: wave speed (m/s), f: frequency (Hz), λ: wavelength: m
  • Phase difference: how much a wave is in front of another.
  • Phase difference is measured in fractions of a wavelength, degrees or radians
    • In phase: 360o or 2π radians. Anti-phase: 180o or π radians
  • Transverse wave: vibrations are perpendicular to direction of wave e.g. EM
  • Longitudinal wave: vibrations are parallel to direction of wave e.g sound.
  • Polarisation: when oscillations only occur in one of the directions perpendicular to the direction of the wave.
  • Transverse waves can be polarised, longitudinal waves can't be.
  • To polarise waves, use a polariser or polarising filter.
  • If two polarisers have the same transmission axis, the intensity of the transmitted light is maximum.
  • If two polarises are perpendicular, no light will pass through.
  • Uses: polarised sunglasses (vertically polarises light to reduce glare), polaroid cameras (intensifies colour), radio signals.
  • Stationary wave:  superposition of two waves with same frequency and wavelength and similar amplitude, in opposite directions.
  • Superposition: when two or more waves with the same frequency arrive at a point, the resultant displacement is the sum of the displacements of each wave.
  • Waves in superposition can undergo constructive or destructive interference (displacement gets smaller)
  • Constructive interference: path difference of nλ
  • Destructive interference: path difference of nλ/2
  • Path difference: the difference in distance travelled by two waves from their sources until they meet.
  • Harmonics: λ/2, λ, 3λ/2, 2λ etc. are where the stationary waves form from a string fixed at one end, and fixed to a driving oscillator at the other.
  • First harmonic equation:
    • f: frequency (Hz), l: length of string (m), T: tension (N), μ: mass per unit length
  • Coherent waves: when waves have a constant phase difference and same frequency.
  • w = λD/s
    • w: fringe spacing (m), D: distance to the screen (m), s: slit separation
  • dsin(x) =