CET Karnataka Medical CET - Karnataka Medical Solved Paper-2002

  • question_answer
    \[{{\upsilon }_{O}}\]and \[{{\upsilon }_{E}}\] represent the velocities, \[\mu O\,and\,\mu E\]the refractive indices of ordinary and  extraordinary rays for a double refracting crystal. Then:

    A)  \[\upsilon O\le {{v}_{E}},{{\mu }_{O}}\le {{\mu }_{E}},\]if the crystal is quartz

    B)  \[{{\upsilon }_{O}}\ge {{\upsilon }_{E}},{{\mu }_{O}}\le {{\mu }_{E}},\]if the crystal is calcite

    C)   \[{{\upsilon }_{0}}\ge {{v}_{E}},{{\mu }_{0}}\ge {{\mu }_{E}},\]if the crystal is quartz

    D)  \[{{\upsilon }_{0}}\le {{v}_{E}},{{\mu }_{0}}\ge {{\mu }_{E}},\]if the crystal is calcite

    Correct Answer: D

    Solution :

     In double refraction light rays always split   into   two,   ordinary   and extraordinary.  O-waves has same velocity in all direction but E-waves has different velocity in different directions. Along optic axis O and E waves have same velocity uniaxial crystal are of two types - ve and + ve. -ve crystal is calcite for this \[{{\mu }_{E}}<{{\mu }_{O}}\] \[\therefore \] \[{{\upsilon }_{e}}>{{\upsilon }_{O}}\] \[(a=\upsilon e)\] crystal : for quartz crystal \[{{\mu }_{E}}>{{\mu }_{O}}\] \[\therefore \] \[{{\upsilon }_{O}}>{{\upsilon }_{E}}\]


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