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Chapter 11 - Waves 1 equations, definitions, derivations and experiments

lizabeth rawson physics A level English 45 cards

How do you derive the equation for total internal reflection

Cards in this deck (45)

  1. 1Give the equation for wave speed involving frequency and wavelengthWave speed=frequency x wavelength
  2. 2Give an equation for frequency involving time periodFrequency = 1/ time period
  3. 3Give an equation for phase differencePhase difference =(distance / wavelength ) x 360
  4. 4Give the equation for intensityIntensity = radiant power / cross sectional area
  5. 5Give an equation for speed of light in a vacuum involving frequencySpeed of light in a vacuum = frequency x wavelength
  6. 6Give an equation for critical angle involving the refractive indexSin(Critical angle) = 1/ refractive index
  7. 7Give an equation for the refractive index using the speed of lightRefractive index = speed of light in a vacuum / speed of light in a meterial
  8. 8Give an equation relating the angle of incidence and the angle of refractionRefractive index 1 x Sin(Angle of incidence) = refractive index 2 x Sin(angle of refraction)
  9. 9What is the time period of a waveThe time taken to complete 1 oscillation, or for one wavelength to pass a given point
  10. 10What is the phase differenceThe difference in displacement of particles along a wave,or the difference between the displacements of particles on different waves, measured in degrees or radians
  11. 11How many radians is equal to 360 degrees2π
  12. 12What is intensity directly proportional toAmplitude ˆ2
  13. 13What is a P wavePrimary wave, longitudinal that travel through the earth from an earth quake
  14. 14Define S wavesTransverse waves, secondary, that travel through the earth from an earth quake
  15. 15Define longitudinal wavesA wave in which the medium is displaced in the same line as the direction of energy transfer,oscillate parallel to energy travel, eg ultrasound and P waves
  16. 16Define transverse wavesA wave in which the oscillations are perpendicular to the direction duo energy transfer, eg IR waves or visible light
  17. 17What is the equilibrium positionThe resting position of waves or particles in an oscilation
  18. 18What is amplitudeThe maximum, displacement from the equilibrium position in a wave
  19. 19Define restoring forceThe force that tries to return a system to its equilibrium
  20. 20Define peaks and troughsThe positive and negative maximum amplitude of a transverse wave
  21. 21Define the compression of a waveA moving region in which the medium is denser or has higher pressure than the surrounding medium
  22. 22Define rarefactionA moving region in which the medium is less dense, or has less pressure than the surrounding medium
  23. 23What is the wave equation?An equation which relates the frequency, wavelength & wavespeed v = f x wavelength
  24. 24What is a wave profileA graph showing the displacement of the particles in the wave against the distance along the wave
  25. 25What does it mean when waves are in phaseWhen particles in a wave are oscillating perfectly with each other, reaching max positive displacement simultaneously
  26. 26What does it mean when waves are anti phaseParticles oscillating completely out of step to one another, one reaches maximum positive displacement while the other reaches maximum negative displacement
  27. 27Define a wavefrontA line of points in phase with each other in a wave, perpendicular to the direction of energy trqansfer
  28. 28Define polarisationThe phenomenon in which oscillations of a transverse wave are limited to only 1 plane
  29. 29What is plane polarisationDescription of a transverse wave in which the oscillations are limited to only one plane
  30. 30Define unpolarisedDescription of a transverse wave in which the oscillations occur in multiple planes
  31. 31What is the electromagnetic spectrumThe full range of frequencies of electromagnetic waves from gamma to radio
  32. 32Define radio wavesLong wavelength in EM spectrum with wavelengths greater than 10^-1 m
  33. 33Define gamma raysShort wavelength EM waves, with wavelengths from 10^-10 to 10^-16 m
  34. 34Define x raysShort wavelength EM waves, with wavelengths ranging from 10^-8 to 10^-10M
  35. 35Define UV raysEM waves with wavelengths from 4x10^-7 to 10^-8 m
  36. 36Define visible lightEM waves visible to the human naked eye, with wavelengths from 4x10^-7 to 7x10^-7 m
  37. 37Define infra red wavesEM waves with wavelengths ranging from 10^-3 to 7x10^-7 m
  38. 38Define microwavesLong wavelength electromagnetic waves with wavelengths from 10^-1m to 10^-3 m
  39. 39Define the refractive indexThe refractive index of a material : n = c ÷ v
  40. 40Define total internal reflectionThe reflection of all light hitting a boundary between two media back into the original medium when the light is traveling through a medium with a higher refractive index, and the incident angle at the boundary is ≥ the critical angle
  41. 41What are the 2 conditions required for total internal reflection1- the light must be traveling through a medium with a higher refractive index as it strikes the boundary with a medium with a lower refractive index, eg whe glass goes to air
    2- the angle of incidence must be ≥ the critical angle
  42. 42Define critical angleThe angle of incidence at the boundary between two media that will produce and angle of refraction of 90˚ along the boundary
  43. 43How do you derive the equation for total internal reflectionHow do you derive the equation for total internal reflection
  44. 44How can you use an oscilloscope to determine frequencyConnect a microphone to the oscilloscope & place in front of a loud speaker connected to a signal generator. From the time base of the oscilloscope we can determine the time period of the wave, then the frequency with f = 1 / T
  45. 45How do you find the Period of a wave with an oscilloscopeEach horizontal square on the oscilloscope screen represents a time base, using this count how many squares 1 wave is, the multiply this by the time base

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physics A level (M4 chapter 11 Waves 1 ) Flashcards on Chapter 11 - Waves 1 equations, definitions, derivations and experiments, created by lizabeth rawson on 03/05/2021.
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