Page 27 - A Practical Introduction to Optical Mineralogy
P. 27

THE  MICROSCOPIC STUDY OF MINERALS   THE  REFLECTED-LIGHT MICROSCOPE
 (a)  The  cover  glass  or coated  thin  glass  plate  (Fig.  1.4a). This  is  a   Objectives
 simple device, but is relatively inefficient because of light loss both   Objectives are magnifiers and are therefore described in terms of their
 before and after reflection from the specimen. However, its main   magnification power, e.g.  x 5. They are also described using numerical
 disadvantage when at 45° inclination is the lack of uniform extinc-  aperture  (Fig.  1.5),  the  general  rule  being  the  higher  the  numerical
 tion of an  isotropic field . This is  due to  rotation of the vibration   aperture the larger the possible magnification. It is useful to remember
 direction of polarised reflected light which  passes asymmetrically   that,  for  objectives  described  as  being  of the  same  magnification,  a
 through  the  cover glass  on returning towards  the eyepiece. This   higher numerical aperture leads to finer resolved detail, a smaller depth
 disadvantage is overcome by decreasing the angle to about 23° as   of focus and a brighter image. Objectives are designed for use with either
 on Swift microscopes.   air (dry) or immersion oil  between the objective lens and the sample.
 (b)  The mirror plus glass plate or Smith illuminator (Fig.  1.4b ). This is   The use of immersion oil between the objective and sample leads to an
 slightly less efficient than the cover glass but, because of the low   increase in  the numerical aperture value (Fig.  1.5). Immersion objec-
 angle (approaching perpendicular) of incidence of the returning   tives  are usually  engraved as  such.
 reflected  light  on  the  thin  glass  plate, extinction  is  uniform  and   Low power objectives can  usually be used for either transmitted or
 polarisation  colours are quite bright. This illuminator is  used on
                   reflected light, but at high magnifications(>  x 10) good images can only
 Vickers microscopes.   be  obtained  with  the  appropriate  type  of  objective.  Reflected-light
 (c)  The prism or total reflector (Fig.  1.4c). This is more efficient than   objectives  are  also  known  as  metallurgical  objectives.  Achromatic
 the glass plate type of reflector but it is expensive. It would be 100   objectives are corrected for chromatic aberration, which causes colour
 per cent efficient, but half of the light flux  is lost because only half   fringes  in  the image due to dispersion effects. Planochromats are also
 of the aperture of the objective is used. A disadvantage is the lack   corrected for  spherical  aberration,  which  causes  a  loss  in  focus  away
 of uniform extinction obtained. A special type of prism is the triple   from the centre of a lens; apochromats are similarly corrected but suffer
 prism  or  Berek  prism,  with  which  very  uniform  extinction  is   from chromatic difference of magnification, which must be removed by
 obtained  because of the  nature  of the  prism  (Hallimond  1970,
                    use of compensating eyepieces.
 p. 103).  Prism  reflectors  are  usually  only  available  on  research
 microscopes  and  are  normally  interchangeable  with  glass  plate
 reflectors.  One  of  the  disadvantages  of  the  prisms  is  that  the
                                 objective        x20 immersion
 incident light is slightly oblique, and this can cause a shadow effect
                                                  NA =  0.45
 on  surfaces  with  high  relief.  Colouring of the shadow  may  also
 occur.
 Figure 1.4
 Incident                                         oil , n  =  1.52
 to eyepiece
 illuminators.
                                   IV

                                                  surface in  focus
                                                  resolution ,
                             optic axis of ---1   d  =  0.61-lm
                              microscope          (A.  =  550 nm)
                                          1
                    Figure  1.5  Numerical  aperture  and  resolution.  N.A.  = n sin p.,  where
                    N.A.  =  numerical  aperture, n  =  refractive  index  of immersion  medium,  and
                    p.  =  half the angle of the light cone entering the objective lens (for air, n  =  1.0).
                   d =  0.5  A./N.A. where d = the resolution (the distance between two points that
 sample
                    can be resolved) and A.  is in microns (1  micron =  1000 nm). The working distance
                    (w  in  the  diagram)  depends  on  the  construction  of  the  lens;  for  the  same
 (a)  Cover glass   (b)  Smith illuminator   (c)  Prism illuminator   magnification,  oil  immersion  lenses  usually  have  a  shorter  distance  than  dry
 illuminator
                    objectives.
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