Waves

Cards (49)

  • Stationary waves
    Waves that do not travel through a medium but remain at the same place on the medium
  • Stationary waves
    • The disturbance produced stores energy in the medium
    • There is no net transfer of energy through the medium
  • Nodes
    Points where stationary waves don't vibrate
  • Anti-nodes
    Points where stationary waves vibrate with maximum amplitude
  • The distance between two consecutive nodes is half the wavelength
  • The distance between two consecutive anti-nodes is half the wavelength
  • The distance between an anti-node and the next node is a quarter of the wavelength
  • Doppler effect
    The apparent change in frequency of waves due to the motion of the source or the observer
  • If the source moves towards the observer, the observed frequency is greater than the actual frequency
  • If the source moves away from the observer, the observed frequency is less than the actual frequency
  • Applications of Doppler effect
    • Speed traps to determine speed of oncoming cars
    • Determining speed of stars and galaxies (red shift)
  • Polarisation
    Confining the vibrations of transverse waves to one plane only
  • Unpolarised light
    • Light vibrations occur in all directions perpendicular to the direction of travel
  • Polaroid filters
    Reduce intensity of light by confining vibrations to one plane
  • Polarisation by reflection
    Light reflecting off a plane surface becomes polarised vertically or horizontally
  • Applications of polarisation
    • Polaroid sunglasses reduce glare
    • Polarised TV signals prevent interference
  • Constructive interference
    • Waves combine to give a wave of larger amplitude
  • Destructive interference
    • Waves combine to give a wave of smaller amplitude
  • Coherent sources
    • Sources with the same frequency and in phase
  • If coherent waves have a path difference of half a wavelength, they will be out of phase and result in complete destructive interference
  • If coherent waves have a path difference of a whole number of wavelengths, they will be in phase and result in constructive interference
  • Interference pattern
    A pattern of alternate regions of constructive and destructive interference
  • Transverse wave
    • Vibration is perpendicular to the direction of motion
  • Longitudinal wave
    • Vibration is parallel to the direction of motion
  • Wavelength
    The distance between two identical points on a wave
  • Amplitude
    The maximum displacement of a point from its mean position
  • Frequency
    The number of complete waves passing per second, or the number of complete oscillations per second
  • Period
    The time for one complete oscillation
  • A seimic wave is a mechanical wave of acoustic energy that travels through earth
  • Interference
    Is when two periodic travelling waves meet and come to form a new wave
  • Stationary waves definition
    Whe 2 period waves with the same frequency and amplitude travelling in opposite directions meet and interfere
  • Electromagnetic waves
    Traveling waves whose speed is 3 x 10 m s¹ in a vacuum (the speed of light), less in other media
  • Electromagnetic waves
    • Show the properties of waves including Interference and diffraction
  • Frequency and wavelength of electromagnetic waves
    Related by the equation c=fλ
  • Electromagnetic spectrum
    • All possible frequencies of electromagnetic radiation
  • You must know relative positions of radiations in terms of wavelength and frequency
  • Radio waves
    Used in telecommunications
  • Microwaves
    Used in cooking, medical treatment and telecommunications
  • Infrared waves
    Frequencies just below those of red light, emitted by hot objects, used in medical imaging and night vision
  • Detecting infrared radiation
    1. Place a blackened thermometer bulb in the IR radiation
    2. Temperature will rise indicating presence of IR