UVFS Simple Telescope Kit

UVFS Simple Telescope Kit

Simple lenses are subject to optical aberrations. In many cases these aberrations can be compensated for to a great extent by using a combination of simple lenses with complementary aberrations. A compound lens is a… Read more →

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  • 5–9 units −5%
  • 10+ units −10%

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Coating Any
or
Material UVFS
8 catalog variants — refine the spec to narrow it down.
SKU Coating · Material · Note
140-1008 uncoated·UVFS·Any other antireflection coating wavelength region is available on request.
Out of stock
$1,350
141-1008 532 nm + 1064 nm, R<0.5%·UVFS·Any other antireflection coating wavelength region is available on request.
Out of stock
$1,713
143-1008 355 nm, R<0.25%·UVFS
Out of stock
144-1008 266 nm, R·UVFS
Out of stock
145-1008 350-900 nm, R<1.5%·UVFS·Any other antireflection coating wavelength region is available on request.
Out of stock
$1,944
146-1008 210-400 nm, R<1.5%·UVFS·Any other antireflection coating wavelength region is available on request.
Out of stock
$1,938
148-1008 650-950 nm, R·UVFS
Out of stock
149-1008 266 nm + 355 nm, R<0.6%·UVFS
Out of stock

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Specifications

Lens 1 Focal / length f₁, mm Lens 2 Focal length / f₂, mm Distance between / lenses d=F₁+F₂, mm Magnification, M
UVFS bi / cv Ø12.7mm UVFS pl / cx Ø50.8mm
114-1104 -12.7 110-1505 +75 62 5.9
110-1509 +100 87 7.7
110-1511 +150 137 11.8
110-1515 +200 187 15.7
110-1517 +250 237 19.7
UVFS bi / cv Ø25.4mm UVFS pl / cx Ø50.8mm
114-1204 -25 110-1505 +75 50 3
110-1509 +100 75 4
110-1511 +150 125 6
110-1515 +200 175 8
110-1517 +250 225 10
UVFS pl / cv Ø25.4mm UVFS pl / cx Ø50.8mm
112-1205 -50 110-1505 +75 25 1.5
110-1509 +100 50 2
110-1511 +150 100 3
110-1515 +200 150 4
110-1517 +250 200 5

Description

Simple lenses are subject to optical aberrations. In many cases these aberrations can be compensated for to a great extent by using a combination of simple lenses with complementary aberrations. A compound lens is a collection of simple lenses of different shapes and made of materials of different refractive indices, arranged one after the other with a common axis.

If two thin lenses are separated in air by some distance d (where d is smaller than the focal length of the first lens), the focal length for the combined system is given by

The distance from the second lens to the focal point of the combined lenses is called the back focal length (BFL). If the separation distance is equal to the sum of the focal lengths (d = f1 + f2), the combined focal length and BFL are infinite.

If the separation distance is equal to the sum of the focal lengths (d=f₁+f₂), the combined focal length and BFL are infinite. This corresponds to a pair of lenses that transform a parallel (collimated) beam into another collimated beam. This type of system is called an afocal system, since it produces no net convergence or divergence of the beam. Two lenses at this separation form the simplest type of optical telescope. Although the system does not alter the divergence of a collimated beam, it does alter the width of the beam. The magnification of such a telescope is given by

which is the ratio of the input beam width to the output beam width. Note the sign convention: a telescope with two convex lenses (f1 > 0, f2 > 0) produces a negative magnification, indicating an inverted image. A concave plus a convex lens (f1 < 0 < f2) produces a positive magnification and the image is upright.

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