Geometrical Optics:
Geometrical Optics & Physics Optics.
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Huygens Principle:

Wavefronts.
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Reflection:

The first law of Geometrical Optics.
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Refraction:

The second law of Geometrical Optics: Snell's law.
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Critical angle:

Internal total reflection.
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images formed by reflection

Spherical concave mirrors. Mirror equation.
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images formed by refraction

Spherical convex mirrors ..
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Fermat's principle:

Fermat's principle for reflection and refraction..
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lenses:

Thin lenses and Lens-makers' equation ..
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prism:

Prism, colors minimum deviation ..
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Human eye:

near point, far point, nearsightedness, farsightedness..
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Microscope:

Microscope: simple, compound, and magnification..
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Telescope:

Telescope: magnification..
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Resolution:

optical microscope, electron microscope ..
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dispersion:

dispersion, more about the refractive index, and colors of a prism ..
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parallel sheet:

deviation by a parallel sheet ..
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thin films :

thin films and Newton's rings..
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Newton's rings:

thin films and Newton's rings..
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Descartes rainbow:

Primary and secondary rainbows ..
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Some applications

More fun with Optics ..
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Optics calculator:

Optics calculator: all the related calculations ..
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home

The fundamental, and just this ..
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Geometrical Optics: Applications: telescope
Optics -     Geometrical Optics..





Telescope


We want to form the images of distant objects such as planets. For this purpose, we use an optical instrument called telescope.

There are two kind of telescope:
The refracting telescope which use the combination of lenses, and the reflecting telescope that uses a curved mirror and a lens. Inthe two systems, we use the technique that the first image is the object for the second optical element.

We study here the refracting telescope.



If the object is placed at left infinity, its image will be located exactly at the right focal point fo of the first converging lens.

We place the second converging lens of fcal point fe to have approsimately fe = fo.
Therefore:
Tne angular magnification m is the ratio of the angular size seen with the telescope to the angular size without telescope. (with the unaided eye).
m = θ/θo = (ho/fe)/(ho/fo) = fo/fe

&heta;o is the angle subtended by the distant object at the objective, and θ is the angle subtended by the final image The image is virtual, so m is negative.

m = - fo/fe





 

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