11.5 2013


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IBO Diploma Physics Topic 11.5

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11.5 2013

  1. 1. Polarisation 11.5
  2. 2. Polarisation Interference and diffraction  provides the best evidence that light is wavelike, but neither can describe if the light is, transverse or longitudinal in nature.
  3. 3. Nature of light Vibrations in one direction are polarised: Vibrations in all directions are unpolarised:
  4. 4. Polarisation A vibrating charge eg. Electron, emits an em wave that is plane polarised, in a single plane of vibration. A light source emits unpolarised light waves.
  5. 5. Polarisation - chargeThere is no preferred direction of vibration for the accelerated, oscillating charges. The accelerating charge produces em waves. For every E,there is a B atright angle to it.
  6. 6. Polarisation
  7. 7. Polarisation – mechanical analogy
  8. 8. Polarisation - light Polaroid sheets can be used as an analyser to determine whether, light is polarised or not. By rotating it through 360o, two maxima and two minima will be observed, each separated by 90o.
  9. 9. Explain the terms polariserand analyser. Hyperlink
  10. 10. Intensity using Malus Law A head-on view of the analyserwill help us to find the intensityof the transmitted beam The incident beam has amplitude A0. The component of A0 parallel to the transmission axis of the analyser is A0cos θ So the beam transmitted through the analyser has amplitude A, where A = A0cos θ
  11. 11. Intensity using Malus Law The intensity of a beam, measured in W m-2, is proportional to the square of the amplitude. Thus the intensity I0 of the incident beam is proportional to A02 the intensity I of the transmitted beam is proportional to A2 = (A0cos θ)2. So the beam transmitted through the analyser has intensity I, where I = I0cos2θ
  12. 12. Example A sheet of Polaroid is being used to reduce the intensity of a beam of polarised light. What angle should the transmission axis of the Polaroid make with the plane of polarisation of the beam in order to reduce the intensity of the beam by 50%?
  13. 13. Solution Using Malus law, new I is half original
  14. 14. Methods of Producing Polarised Light1. Selective absorption Unpolarised light falls on a sheet of Polaroid with the polarising crystals in the vertical direction, i.e. polarisation axis is vertical, only horizontal planes of vibration are transmitted. The energy in the vertical plane is absorbed in exciting the atoms of the vertical crystal.
  15. 15. Methods of Producing Polarised Light This sheet is called a polariser as it has turned unpolarised light into, horizontally plane polarised light. If a second sheet of Polaroid is then added perpendicular to the first sheet, no light will be transmitted.
  16. 16. Methods of Producing Polarised Light The horizontal vibrations that get through the first sheet, will have their energy absorbed, in vibrating the atoms in the second sheet. This second sheet is called the analyser. It can determine whether the light is polarised, and in what direction.
  17. 17. Methods of Producing Polarised Light2. Reflection Most light reflected of surfaces such as water and glass is polarised. The reflected ray has more vibrations that are parallel to the reflecting surface, than at right angles to it.
  18. 18. Methods of Producing Polarised Light
  19. 19. Brewsters Law The Scottish physicist Sir David Brewster discovered that for a certain angle of incidence, monochromatic light was 100% polarised upon reflection. The refracted beam was partially polarised, but the reflected beam was completely polarised parallel to the reflecting surface. Furthermore, he noticed that at this angle of incidence, the reflected and refracted beams were perpendicular
  20. 20. Brewsters LawTwo media of refractive index, n1 n2 respectively.The angle of incidence= angle of polarisation = ipSnells law n1sin ip= n2sinθ
  21. 21. Brewsters LawSnells law n1sin ip= n2sinθAccording to Brewster ip + θ = 90So,
  22. 22. Brewsters Law At the Brewster’s angle (polarising angle) maximum polarisation for the reflected ray occurs. Brewster angle is the angle of incidence for which the angle between, reflected and transmitted ray is 90o. What is the polarising angle for a beam of light travelling in air when it is reflected by a pool of water (n = 1.33)?
  23. 23. Optical activity Optically active materials can change the plane of polarisation of a beam of light. They cause a rotation of the plane Common in nature
  24. 24. Optical activity Some materials can rotate the plane of polarisation of light as it passes through them.The liquid crystals used incalculator displays, digitalwatches and lap top computerscreens are also optically active.The amount of rotation in thesecrystals can also be altered byapplying an electric field betweenthe two faces of the screen andthis is how the display is turnedfrom bright to dark.Fig1.
  25. 25. Determining concentration ofsolutions This process comes about because of the molecular structure of these materials, and has been observed in crystalline materials such as quartz and organic (liquid) compounds such as sugar solutions. Polarised light is passed through an empty tube, and an analyser on the other side of the tube is adjusted until no light is transmitted through it. The tube is then filled with the solution, and the analyser is adjusted until the transmission through it is again zero. The adjustment needed to return to zero transmission is the angle of rotation.
  26. 26. The polarimeter The specific rotation of a given liquid may be found using aDescribe the use polarimeter as shown in Figure 2.of polarization in The two polaroids are adjusted tothe determination give a minimum light intensity, andof the the scale reading noted. Aconcentration of measured length of solution ofcertain solutions. known concentration is then placed in the inner tube and the polaroids readjusted to regain a minimum and the scale is read again. The rotation of the plane of polarization of the light by the solution may then be found from the difference in the two scale readings.
  27. 27. POLARIMETER analyserr liquid h polariser
  28. 28. Measuring the concentration ofsolutions Certain solutions rotate the plane of polarisation of light passing through them. The angle through which the plane of polarisation is rotated depends on the concentration of the solution.
  29. 29. Stress analysis Polarised light can be used to measure strain in photoelastic materials, such as glass and celluloid. These are materials that become birefringent when placed under mechanical stress. A celluloid model of a machine part, for example, is placed between a crossed polariser and analyser. The model is then placed under stress to simulate working conditions.
  30. 30. Stress analysis Bright and dark fringes appear, with the fringe concentration highest where the stress is greatest. This sort of analysis gives important information in the design of mechanical parts and structures.
  31. 31. Outline qualitatively how polarisationmay be used in stress analysis. The first photograph below shows a small part of a plastic set square viewed under normal conditions The next photograph shows the same object when placed between crossed polaroids
  32. 32. Liquid Crystal Displays Perhaps the most common everyday use of optical activity is in liquid crystal displays (LCDs). A typical LCD on a digital watch or electronic calculator consists of a small cell of aligned crystals sandwiched between two transparent plates between a crossed polariser and analyser.
  33. 33. Liquid Crystal Displays Using liquid crystals inherent polarizing characteristics, the liquid crystal of the front panel redirects the entering polarized light, according to degree of the liquid crystal twist. To control the liquid crystal twist, an electrical field is applied. Varying the electric field, sub-pixel by sub-pixel, results in polarization angle changes for each sub- pixel.
  34. 34. Liquid crystal displaysThe screen of an LCD TV is made of millions of liquid crystals. Eachcrystal is like the shutter of a camera either blocking the light or allowing itto pass through. You can control the amount of light that passes throughby applying a voltage to a crystal or pixel. It does this by rotating the planeof polarisation of the light. A much-simplified diagram of this action isshown in Figure 1.