LENSES:
A lens is formed
when a transparent material is bounded by two surfaces
of which one (or)
both surfaces are spherical. That is a lens is bounded by
at least one curved surface.
Symbolically
convex and concave lenses are represented as follows
CONVEX LENS IS ALSO CALLED AS CONVERGING
LENS AND CONCAVE LENS IS ALSO
CALLED AS DIVERGING LENS
PARTS
OF LENSES:
In case of bi convex and bi concave lenses we have two foci and two centre of curvatures, as we get two spheres on either side, if we extend the curvatures with imaginary lines. Observe the figures below.
In
the above figures F1,C1 belongs to first surface and F2,C2 belongs to second
surface.
OPTIC
CENTRE (P):
The
midpoint on the lens is called optic centre.
CENTRE
OF CURVATURE (C): The centre of the spherical surface of a lens is called
centre of curvature.
PRINCIPAL
AXIS:
The
line passing through optic centre and centre of curvature is called principal
axis.
PRINCIPAL
FOCUS (F):
A
Point on the principal axis where all the rays parallel to principal axis after
reflection converge (in case of convex lens) to or appears to diverge from (in
case of concave lens).
RADIUS
OF CURVATURE (R):
The
distance from centre of curvature to optic centre is called Radius of
curvature.
FOCAL
LENGTH (f):
The
distance from focus to optic centre is called focal length.
RULES
TO DRAW RAY DIAGRAMS FOR LENSES:
Rule 1:
the
ray passing parallel to principal axis, after refraction converges to focus or
appears to be diverging from focus.
Rule 2:
the
ray passing through focus or appears to be passing through focus, after
refraction becomes parallel to principal axis.
Rule 3:
the ray passing through optic centre is un
deviated (continues in the same path).
Rule 4:
Like reflection, here also we make use of any
two rules to show the formation of image. So, the minimum number of rays required to show the formation of image are
2.
(HINT: if you have problem in understanding the
rules, it’s better to choose rule3 as one of the two rules to be used. Because
it’s very easy to apply)
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