The
eye is essentially a closed sphere into which light passes through a
lens and strikes a light sensitive surface. A simplified anatomy of
the eye is shown in the diagram below
-You are expected
to be able to label such a diagram and explain the function of each part
of the eye.
You
should also know that the Retina is the coating of the interior
surface at the back of the eye. It consists of an array of light-sensitive
receptors called rods and cones which convert the light energy
into electrical signals. It plays the role of the film in a camera. Rods
are sensitive to dim light and do not respond to colour. They allow us to see in dim light conditions. Cones
are sensitive to bright light and colour (blue, red and green).
When
image is formed on the retina the image is inverted, real, and diminished.
The ability of the eye to form an image on the curved surface of the retina
is extremely important in human vision.
The blind spot,
located where the optic nerve meets the eye, contains no photo-receptors.
The optic nerve
transmits impulses to the brain. A crossover takes place. The optic nerve
of each eye sends the information to the opposite hemisphere of the brain.
One eye is usually
dominant, controlling perspective. The use of two eyes (binocular vision)
is necessary to obtain the correct perception of depth.
The brain is capable
of making adjustments and corrections, so in spite of the poor optical
qualities in the human eye (compared to other types of lenses and optical
systems) no optical system yet devised can rival the superb qualities
of human vision!!
You
are expected to know about three states of the eye:-
The Normal
Eye: The near point is the closest distance at which an object can
be clearly focused by the eye. In the "normal eye" this distance is
about 25 cm. The far point is the farthest distance at which an object
can be clearly focused. In the "normal eye" this is infinity. Much of
the population does not have "normal eyes" in this sense.
Myopia: Nearsightedness
or myopia refers to an eye that can only focus on objects that are close.
Distant objects are not seen clearly (ie the far point is not infinity).
It can be caused by an eyeball that is too long or a cornea that has
too much curvature. It is corrected by a diverging lens (concave)
Hypermetropia:
Farsightedness or hypermetropia refers to an eye that can only focus
on objects that are at a distance. Close objects are not seen clearly
(ie the near point is somewhat greater than the "normal" 25 cm). It
can be caused by an eyeball that is too short or a cornea that has too
little curvature It is corrected by a converging lens (convex).
You
are expected to be able to draw simple diagrams to represent the
passage of light through the eye
Make
sure that your diagrams clearly show which way the curved surfaces
make the light bend!
It
is good practice to continue the path of a ray through the boundary
with a dotted line, draw in a normal to the surface and then draw
in the refracted ray
The
diagrams below do NOT do this - the computer drawn images would
have been too cluttered.. but you should practice drawing these
diagrams until you can draw them easily and clearly
Sight
Correction
(NB Refraction
is only shown at the air/cornea boundary)
You are expected to
know:
What happens to
rays of light passing through a normal, short-sighted and long-sighted
eye.
What type of lens
is required to correct sight defects.
How to draw a
ray diagram to show the correction
Viewing
distant objects
(NB Refraction
is only shown at the air/cornea boundary)
Viewing
close-up objects
(NB Refraction
is only shown at the air/cornea boundary)
Sight
Correction
(NB Refraction
is only shown at the air/cornea boundary)
Wearing
glasses
When you wear glasses
you see the images of the objects not the objects themselves!
The images you see are upright and on the same side of the lens
as the objects - therefore the image you see is virtual (its distance
has a negative sign). The object distances have a positive sign.
In order to see clearly the image has to be within your range of clear
vision (between your near and far points).
Long Sight
A long sighted person
cannot see things clearly if they are close to them. Someone with normal
sight sees an object when it is only 25 cm from their eye. To a long sighted
person that would be blurred. When a person with long sight puts on their
spectacles they are able to see objects that are placed at the normal
near point.
How does this happen?
Well, the lenses make
the image of the object placed at the near point appear to be at the person's
actual near point. For example: if a person has an unaided near point
of 0.60m they need a convex lens in their glasses to make them able to
see clearly an object that is only 25 cm from their eyes. What would be
the power of this lens?
The object distance
(u) is 25 cm as the object is actually that far from the person's eyes.
The image distance (v) has to be 60 cm as that is the closest distance
the person's eyes can focus on.
The image has to be the 'right way up' and 'on the same side of the lens
as the object' so it will be virtual.
The lens is convex so the focal length is positive.
So, we
have:
u = +0.25 m
v = - 0.60 m
P =
1/f = 1/v + 1/u
= -1/0.60 + 1/0.25
= + 2.3 D
f =
1/P = 0.43 m
Wearing these spectacles
will have an effect on the way you view distant objects. It alters the
power of the optical system you are using to see with.
The most relaxed your
eye can be (flattest lens shape - no use of muscles to squeeze the lens)
is when rays that are coming from infinity enter your eye. An object placed
at the focal point of a convex lens produces parallel rays so the far
point of vision with these glasses on will be the focal length of the
lens itself.
Therefore the far
point of a person when wearing the lens will be 0.43 m and the range of
clear vision will be 25cm to 43 cm.
Short sight
A short sighted person
cannot see things clearly if they are far away from them. Someone with
normal sight sees an object when it is at infinity. To a short sighted
person that would be blurred. When a person with short sight puts on their
spectacles they are able to see objects that are placed at the normal
far point - infinity.
How does this happen?
Well, the lenses make
the image of the object placed at the infinity appear to be at the person's
actual near point. For example: if a person has an unaided far point of
0.60m they need a concave lens in their glasses to make them able to see
clearly an object that is at infinity. What would be the power of this
lens?
The object distance
(u) is infinity as the object is actually that far from the person's eyes.
The image distance (v) has to be 60 cm as that is the closest distance
the person's eyes can focus on.
The image has to be the 'right way up' and 'on the same side of the lens
as the object' so it will be virtual.
The lens is concave so the focal length is negative.
So, we have:
u = infinity and 1/u = 0
v = - 0.60 m
P =
1/f = 1/v + 1/u
= -1/0.60 + 0
= - 1.7 D
f =
1/P = -0.60 m
Wearing these spectacles
will have an effect on the way you view close objects. It alters the power
of the optical system you are using to see with.
The most stressed
your eye can be (fattest lens shape - maximum use of muscles to squeeze
the lens) is when rays that are coming from close up to enter your eye.
Let
us suppose that the near point of the short sighted person is 20cm. Then
the closest an object can be clearly viewed from will be:
f = -0.60 m
v = - 0.20 m
1/f
= 1/v + 1/u
-1/0.60 = - 1/0.20 + 1/u
1/u = + 3.33
u = 0.30 m
Therefore the near
point of the person when wearing the lens will be 0.30 m and the range
of clear vision will be 30 cm to infinity.
The following video is high level biology of the eye - you have been warned!