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REFRACTING
INDEX OF PRISM
USING SNELLS LAW AND ANGLE OF PRISM FORMULA
AIM

Using pins with a given prism determine the angles
 of deviation for different values of angle of
 incidence. Draw the graph of angle of deviation
 versus angle of incidence. Determine, from this
 the angle of minimum deviation and determine
 refractive index of material of the prism.
DISPERSION OF LIGHT IN PRISM
MOTIVATION
          BEHIND THE EXPERIMENT


   Scientist wanted to quantify the factor by which
    light deviated
   Physical measurable quantities are angle of
    incidence, angle of refraction and angle of prism
   Scientist derived a simple formula relating the
    unknown factor with measurable quantities
PROCEDURE
PROCEDURE
PROCEDURE
PROCEDURE



     D
i
            r
CALULATION

   Calculating the values of angle of incidence and
    emergence we get the angle of deviation
    D= I + E – A
   Using the minimum deviation formula we can
    calculate the refractive index of the prism
THANK YOU

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Calculate refractory index of light using snells law

  • 1. REFRACTING INDEX OF PRISM USING SNELLS LAW AND ANGLE OF PRISM FORMULA
  • 2. AIM Using pins with a given prism determine the angles of deviation for different values of angle of incidence. Draw the graph of angle of deviation versus angle of incidence. Determine, from this the angle of minimum deviation and determine refractive index of material of the prism.
  • 4. MOTIVATION BEHIND THE EXPERIMENT  Scientist wanted to quantify the factor by which light deviated  Physical measurable quantities are angle of incidence, angle of refraction and angle of prism  Scientist derived a simple formula relating the unknown factor with measurable quantities
  • 8. PROCEDURE D i r
  • 9. CALULATION  Calculating the values of angle of incidence and emergence we get the angle of deviation D= I + E – A  Using the minimum deviation formula we can calculate the refractive index of the prism