EXPT NO:
03. SPHEROMETER
Aim : To determine the
radius of curvature of a given spherical surface by a
Spherometer.
Apparatus : Spherometer, plane glass plate, watch glass,
scale. Etc.
Diagram:
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Fig SPHEROMETER
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Fig 02
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Fig 03
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Formula : Radius of curvature of a spherical surface,
where d = mean distance
between two legs of a Spherometer
h - sagitta of the spherical surface.
Procedure :
Observations :
Distance between
the legs
,
,
ii) Smallest division on main scale =………………….cm
iii)
Distance through which the screw advances on the main scale in 10
rotations of the circular scale
=………………….cm.
iv) Pitch
of the screw, 
v)
Total number of divisions on the
circular scale, N =………………….cm
vi)
Least count (L.C.) of the Spherometer =
Observation Table :
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Object
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Obs No
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Main
Scale reading A cm
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Circular Scale reading B
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C=BxL.C
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Total reading T=A+Ccm
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Mean reading cm
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Plane
Glass Surface
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01
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02
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03
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Concave
Surface
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01
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02
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03
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Concvex
Surface
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01
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02
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03
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Calculations
:
Sagitta for the concave surface =
Sagitta for the convex surface,= 
Calculations :
Result:
Radius
of Curvature for concave surface =…………..cm
Radius
of Curvature for convex surface =…………..cm
Precautions :



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