Introduction:
In this experiment, the image appeared
on the white board would be analyzed based on the distance, as well as the
length of the distance taken from different numbers of the focal point.
Before the experiment was started, the
focal point of the lens had to be obtained from an infinite source, which the
chosen source was the sun. In order to find the focal point, one point would be
found very intense where the light from the sun converged. After the focal
point being obtained, the object distance would be varied so that the image
appeared on the white board could be observed and analyzed. The object distance
would be changed into the distance of one, two, three, four, and five times of
the focal point. Since the object height would always be constant, which was
also the height of the Socket lamp with V-shaped filament. Therefore, the
magnification, M, would depend on the height of the image since its equation is
the image height divided by the object height. With the different object distance
and with the focal point, the image distance and the image height should be
only varied based on the object distance. Therefore, with the experimental
observations, the theory of lens should be agreed experimentally.
Materials:
Socket lamp with V-shaped filament
Large converging lens
Large split lens or masking tape
Lens holder for large lens
cardboard
Meter stick
the image would appear on the white board, and the clearest image had to be obtained
the light source would go through the lens
The object (also the light source)
The object distance started from the light source
The image appeared on the white paper, the image height could be obtained
The thick of the lens produced reflections in itself
Clearly the size and the height of the image was different
Data:
Converging
lens
|
Focal Point: 9.22(cm)
|
|||||
# of focal point
distance
|
Object
distance do, cm
|
Image distance
di, cm
|
Object height ho,
cm
|
Image height hi,
cm
|
M
|
Type of image
|
5f
|
46.1± 0.5
|
8.5± 0.5
|
9.0± 0.5
|
2.2± 0.5
|
~7/30
|
Real
/Inverted
|
4f
|
36.8± 0.5
|
9.7± 0.5
|
9.0± 0.5
|
3.1± 0.5
|
~1/3
|
Real
/Inverted
|
Reverse the
lens
|
36.8± 0.5
|
9.7± 0.5
|
9.0± 0.5
|
3.1± 0.5
|
~1/3
|
Same as above
|
3f
|
27.7± 0.5
|
10.0± 0.5
|
9.0± 0.5
|
3.4± 0.5
|
~1.1/3
|
Real
/Inverted
|
2f
|
18.4± 0.5
|
11.8± 0.5
|
9.0± 0.5
|
6.0± 0.5
|
~2/3
|
Real
/Inverted
|
1.5f
|
13.8± 0.5
|
17.2± 0.5
|
9.0± 0.5
|
12.0±0.5
|
~4/3
|
Real
/Inverted
|
Equation for Magnification = h'/ h or -s'/s
in this case, the magnification would be obtained by calculating hi/ho
---The image was observed to be the same when the object distance was kept constant, and the lens was reversed.
---When the top of the lens was masked with the tape without moving the lens, the image would still from on the white board, however, the image would become dimmer compared to the original appeared image.
---When the object was put a distance to 0.5 f, there was no image appeared on the white board. Then when the image was observed through the lens, the image turned to be erect. Therefore, in this case, the image was virtual since it could not appear on the white board and this virtual image should appear behind the object since the object was inside the focal point which could not form a real image the other side of the lens.
The picture below shows how the object distance is less than the focal point length:
Conclusion:
From the observations based on the experiment, it showed us that when the object distance was further than the focal point, the image formed on the white board, and from the magnifications calculated above, the sequence of the magnification was 4/3, 2/3, 1.1/3, 1/3, 7/30 with the increase of the object distance. Hence, we notice that the image size decreased as the object distance increased. However, even if we did not test the distance the same as the focal point, the image should be real and erect but might probably be too small to see. Based on the experiment, when the object image decreased and became smaller than the focal point, the image would be erect but not form on the whiteboard. The image would then be virtual and on the same side as the object.
In addition, after the experiment, when parts of the lens was masked, the image could still be formed on the whiteboard, however, the image was dimmer. That's because the light was still be able to go through the lens, however, the amount of the light went through the lens was less, so that the image appeared was dimmer.
In addition, after the experiment, when parts of the lens was masked, the image could still be formed on the whiteboard, however, the image was dimmer. That's because the light was still be able to go through the lens, however, the amount of the light went through the lens was less, so that the image appeared was dimmer.
From all the tests in this experiment, it showed us that the light was converging light with the application of convex lens. If the light could not converge because of the object distance, then the virtual image would appear, in other word, the light would virtually converged the opposite direction of the incident light, since it was not technically converging, the real image could not be formed.
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