Compound Microscope
A microscope isS used to incregse the visual angle of the images of the objects O
very small size. The magnifying power can be increased by using two lenses.
Construction:
A compound microscope consists of a tube with a lens at each end. It comprises
two convex lenses
Obiective Lens:
It is a convex lens which is nearer to the object. It has short focal length (< lemn)
Evepiece or Occular Lens:-53
It is conVex lens placed before the eye, It has relatively long focal length Frame
The microscope contains a frame that holds objective and eye-piece lenses with
'stage' to place the object. There is a concave mirror to gather light and its also contain
Some adjusting Screws.
WORKING:
A small object is placed just beyond the focus of the objective. The objective len
forms a real, inverted and magnified image (A B).
The eye-piece is used as a magnitying glass to see the image formed by t
objective. The final image (A B) seen by the eye through the microscope is inverte
Victorl10 Chagter-10
COLLEGE PHYSIC5
Assumptions:
Firat feor
() All ryas are paraxial.
(2) The eyes is close to the eye-piece lens
(3)
The microscope 1s in normal adjustment.
Magnilving Power:
When the microscope is in normal adjustment, the final image is at the near point
Let magnifying power of the compound microscope= M
Let linear magnification of the objective=M
Let angluar magnification of the eye-piece=M2
Let focal length of the objective=f
Let focal length of the eye-piece = f2
The magnification of a microscope is the product of the magnification of its
objective lens and eyepiece lens
Magnifying power of compound microscope is: M = MiX M2. )
Linear magnification of the objective is
ALTERNATIVE FORMULA
size of image
size of object
distance of image from objective
distance of objectfromobectiveMagnification of the objective,
ABM=AR= -(1)Mi ABP
Magnification of the eye picce,
AB92 2
M-AB P2
Thus Mi
Since
Pif and qi L (length of
Magnification of the mieroscope,
microscpe), we have
The eye-piece acts as a magnifying glass.
ence angular magnification of the
Where d" is the least distance of distinct
vision (25cm for )
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