Resource Lesson
Double Lens Systems
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When two or more lenses are used in an optical system, the formula used to calculate the magnification of the final image produced by the system is:
M
_{system}
= (M
_{lens #1}
)(M
_{lens #2}
)(M
_{lens #3}
) ....
When an optical system uses two lens, work each lens separately. Remember that the image of lens #1 will serve as the object for lens #2. If the image of lens #1 falls "in front of" lens #2, you can calculate the object distance for lens #2 by subtracting the value of d
_{i}
for lens #1 from the total distance separating the two lenses.
In this example, two converging lens produce a final image which is real and upright. A scaled diagram would be necessary to determine how the height of the final image, I
_{2}
, compares to the height of the original object, O.
A similar process will produce the image for a double lens system involving a converging and a diverging lens.
In this second example, a converging lens followed by a diverging lens produce a final image which is virtual and inverted. A scaled diagram would be necessary to determine how the height of the final image, I
_{2}
, compares to the height of the original object, O.
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Refraction of Light
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Snell's Law
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Reflection
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Basic Principles of Refraction
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Lensmaker Equation
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Plane Mirror Reflections
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Refraction and Critical Angles
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Refraction Through a Circular Disk
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Refraction Through a Glass Plate
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Refraction Through a Triangle
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