telescope - optical images

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8/7/2019 Telescope - Optical Images http://slidepdf.com/reader/full/telescope-optical-images 1/2 ASTR 103: Telescopes - Optical Images Telescope - Optical Images  Latest Modification: February 17, 1997 ormation of an Image q In optical astronomy, astronomers work with an image of light source formed by principal lig collecting, image-forming part of telescope, called an objective q An objective is either a lens or a mirror; light rays from the light source: r Are refracted in passing through a lens r Are reflected from a mirror surface q Diameter of objective is known as its aperture q Focus is where light rays converge to form an image q Focal length of objective is: r Distance behind a lens to the focus r Distance in front of a mirror to the focus q Telescopic image of a star is a point of light, while that of an extended object, such as the Mo is extended but inverted q Another small lens, called an eyepiece, is used to magnify images, much as a magnifying glas enlarges small print q Instead of an eyepiece, a photographic plate may be inserted into focal plane, transforming telescope into a camera, where objective serves as camera lens r Advantage of photography over observing with the eye is that time exposures can reco fainter objects than those the eye sees r In addition, the photograph is available for later study roperties of an Image q Several important properties of an image are as follows q Size - physical size as formed in focal plane r Image size is directly proportional to focal length r Longer focal length means larger images r Shorter focal length means smaller images q Brightness - amount of radiant energy per unit area r Image brightness is directly proportional to square of ratio of aperture to focal length r Larger aperture means image is brighter r Shorter focal length means image is smaller, but brighter q Resolution - angular separation that can be observed in an image r Image resolution is directly proportional to ratio of wavelength of light to aperture le:///D|/PC2PC/Ebooks/astr103/tls_imgs.htm (1 of 2) [12/17/04 5:44:40 PM]

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Page 1: Telescope - Optical Images

8/7/2019 Telescope - Optical Images

http://slidepdf.com/reader/full/telescope-optical-images 1/2

ASTR 103: Telescopes - Optical Images

Telescope - Optical Images

 Latest Modification: February 17, 1997 

ormation of an Image

q  In optical astronomy, astronomers work with an image of light source formed by principal lig

collecting, image-forming part of telescope, called an objective

q  An objective is either a lens or a mirror; light rays from the light source:

r  Are refracted in passing through a lens

r  Are reflected from a mirror surface

q  Diameter of objective is known as its aperture

q  Focus is where light rays converge to form an image

q  Focal length of objective is:r  Distance behind a lens to the focus

r  Distance in front of a mirror to the focus

q  Telescopic image of a star is a point of light, while that of an extended object, such as the Mo

is extended but inverted

q  Another small lens, called an eyepiece, is used to magnify images, much as a magnifying glas

enlarges small print

q  Instead of an eyepiece, a photographic plate may be inserted into focal plane, transforming

telescope into a camera, where objective serves as camera lens

r  Advantage of photography over observing with the eye is that time exposures can recofainter objects than those the eye sees

r  In addition, the photograph is available for later study

roperties of an Image

q  Several important properties of an image are as follows

q  Size - physical size as formed in focal plane

r  Image size is directly proportional to focal length

r  Longer focal length means larger images

r  Shorter focal length means smaller images

q  Brightness - amount of radiant energy per unit area

r  Image brightness is directly proportional to square of ratio of aperture to focal length

r  Larger aperture means image is brighter

r  Shorter focal length means image is smaller, but brighter

q  Resolution - angular separation that can be observed in an image

r  Image resolution is directly proportional to ratio of wavelength of light to aperture

le:///D|/PC2PC/Ebooks/astr103/tls_imgs.htm (1 of 2) [12/17/04 5:44:40 PM]

Page 2: Telescope - Optical Images

8/7/2019 Telescope - Optical Images

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ASTR 103: Telescopes - Optical Images

r  Larger aperture means small angles can be seen

r  Shorter wavelength of radiation means better resolution

Mathematics of Images

q  Let

r  l = focal length of objective

r  a = aperture of objective

r  lambda = wavelength of radiation collected by objective

q  Size

r  Equation: s proportional to l , where s = size

q  Brightness

r  Equation: b proportional to (a/l)2, where b = brightness

q  Resolution

r  Equation: d proportional to (lambda/a), where d = angular resolution

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1995, J. C. Evans

hysics & Astronomy Department, George Mason University

aintained by J. C. Evans; [email protected]

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