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Creating Learning Networks for African Teachers

UNESCO PROJECT (Contract No. 408.302.9)

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Scanning an image


5.4 Refraction through Prisms    (9 periods)
    Minimum deviation
    Deviation by thin prisms.
    Prism spectrometer and white light spectrum.
Assessment objectives

By the  end of this topic, the student should be able to:

      • Explain dispersion of white light by a prism.
      • Derive and use the expression for deviation

      • d = ( i1 - r1) + (i2 - r2)
      • Derive and use the expression d = ( n - 1)A  for a small  angled prism.
      • State conditions required for minimum deviation to occur.
      • Derive and use the expression n = sin(A+Dmin) / sin A

      •                                                                 2                 2
      • Perform and describe experiments to measure angle A of

      • a prism and Dmin using a spectrometer.
      • Perform an experiment to determine refractive index of the material of the prism

      • using optical pins and spectrometer.
      • Describe applications of glass prisms.
  5.5 Refraction through a thin lens.        (12 Periods)
    Types of lenses.
    Focal points, focal lengths
    Power of lens.
    Thin lens formula   1
                                        u       v    f
    Transverse magnification.
    Displacement formula,  L2-d2 = 4d¦
    Conjugate foci; Newton's formula xy =¦2
    Full lens formula 1 = (n-1) ( + 1 ) for a thin lens in air.
                                    ¦                r1   r2
    Methods of determination of focal lengths of both converging  and
        diverging lenses.
    Defects of images formed by a lens;
      •  spherical and chromatic aberration.
Assessment objectives

By the  end of this topic, the student should be able to:

      • Identify converging and diverging lenses.
      • Define the terms:- principle focus, principle axis, optical centre,

      • focal length as applied to converging and diverging lenses.
      • Draw ray diagrams to illustrate formation of real and virtual  images.
      • Derive and use the expression   1  +  =2

      •                                                 u      v     f        r
      • Define transverse magnification.
      • Derive and use the relation:  m  =  v

      •                                                     u
      • Derive and use the expression  L2 - d2 =  4d¦
      • Derive and use the expression 1 = 1 +    for thin lenses in contact.

      •                                               F    ¦1  ¦2
      • Define power of the lens and state its units.
      • Derive and use Newton's formula xy =¦2
      • Derive and use the expression   1 = ( n - 1) ( 11 )
          •                             ¦                   r1   r2
      • Explain chromatic aberration and spherical aberration in lenses and how

      • they are minimised.
      • Perform an experiment to demostrate chromatic aberration and spherical

      • aberration in lenses.
      • Perform and describe experiments to determine focal length and radii of the

      • surfaces of the lenses.


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