Saturday 14 February 2015

Luminous bodies:

Luminous bodies: Those objects which emit light by themselves are called luminous bodies.
e.g. - sun, stars, electric bulb etc.
Non- luminous bodies: those objects which do not emit light by themselves but are visible by the light falling on them emitted by self luminous bodies are called non-luminous bodies.
A material can be classified as:
(i)                  Transparent: the substances which allow most of the incident light to pass through them are called transparent e.g. glass, water.
(ii)                Translucent: The substances which allow a part of incident light to pass through them are called translucent bodies e.g. oiled paper.
(iii)               Opaque: The substances which do not allow the incident light to pass through them are called opaque bodies. E.g. mirror, metal, wood etc.

Reflection of light: Light moving in one medium when falls at the surface of another medium, part of light returns back to the same medium. This phenomenon of returning back of light in the first medium at the interface of two media is known as reflection of light.
Laws of reflection
(i)                  The incident ray, reflected ray and normal to the reflecting surface at the incident point all lie in the same plane.
(ii)                The angle of reflection is equal to the angle of incidence.

Reflection from plane mirror
(i)                  The image is virtual, laterally inverted.
(ii)                The size of image is equal to that of object.
(iii)               The distance of image from the mirror is equal to distance of object from the mirror.
(iv)              If an object moves towards (or away from) a plane mirror with speed v, relative to the object the image moves towards (or away) with a speed 2v.
(v)                If a plane mirror is rotated by an angle θ, keeping the incident ray fixed, the reflected ray is rotated by an angle 2θ.
(vi)              To see his full image in a plane mirror, a person requires a mirror of at least half of his height.
(vii)             If two plane mirrors are inclined to each other at an angle θ the number of images (n) of a point object formed are determined as follows:

(a)    If 360    is even integer, then n= 360 /θ = 1
(b)   If  360/ θ is odd integer,
Then n=360/ θ -1 for the object is symmetrically placed and
N = 360 /θ for the objects is not symmetrically placed.
(c)    If 360 /θ are a fraction then n is equal to integral part.

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