Gravitational lens: Difference between revisions

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imported>Jori Liesenborgs
(Very basic explanation of the gravitational lens effect, meant as introduction to a more elaborate article)
 
imported>Jori Liesenborgs
(Started the history section (Newtonian result))
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In a gravitational lensing scenario, light traveling from a distant astronomical source (e.g. a galaxy) to an observer is deflected by the gravitational field of an intermediate object (e.g. a cluster of galaxies), therefore designated the gravitational lens. Because of this, the observer will see the source in a direction different from the one in which the source would be observed if the gravitational lens were absent. Furthermore, it is possible for light rays to reach the observer by multiple paths, causing multiple images of the same source to appear.
In a gravitational lensing scenario, light traveling from a distant astronomical source (e.g. a galaxy) to
an observer is deflected by the gravitational field of an intermediate object (e.g. a cluster of
galaxies), therefore designated the gravitational lens. Because of this, the observer will see the source
in a direction different from the one in which the source would be observed if the gravitational lens were
absent. Furthermore, it is possible for light rays to reach the observer by multiple paths, causing
multiple images of the same source to appear.
 
== History ==
 
{| align=right
|-
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[[Image:GravitationalDeflectionAngle.png|Deflection angle]]
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In Newtonian mechanics, the path of a test particle in a gravitational field does not depend on the
mass of the test particle. For this reason, one can argue that even in the absolute space and time of
Newton, light does not always go in a straight line, but can be deflected noticably by objects with a
sufficiently strong gravitational field. In 1804, J. von Soldner was the first one to publish the
Newtonian value of the deflection angle:
 
<math>\hat\alpha_{Newtonian} = \frac{2 G M}{c^2 d}</math>
 
In this equation, ''G'' is the gravitational constant, ''M'' the mass of the object deflecting the light, ''c'' is
the speed of light and ''d'' is the impact parameter of the light ray.
 
== Regimes ==
 
=== Strong lensing ===
 
=== Weak lensing ===
 
=== Microlensing ===
 
== The thin lens approximation ==
 
== Applications ==


[[Category:CZ Live]]
[[Category:CZ Live]]
[[Category:Astronomy Workgroup]]
[[Category:Astronomy Workgroup]]

Revision as of 05:35, 24 February 2007

Gravitational deflection of light

In a gravitational lensing scenario, light traveling from a distant astronomical source (e.g. a galaxy) to an observer is deflected by the gravitational field of an intermediate object (e.g. a cluster of galaxies), therefore designated the gravitational lens. Because of this, the observer will see the source in a direction different from the one in which the source would be observed if the gravitational lens were absent. Furthermore, it is possible for light rays to reach the observer by multiple paths, causing multiple images of the same source to appear.

History

Deflection angle

In Newtonian mechanics, the path of a test particle in a gravitational field does not depend on the mass of the test particle. For this reason, one can argue that even in the absolute space and time of Newton, light does not always go in a straight line, but can be deflected noticably by objects with a sufficiently strong gravitational field. In 1804, J. von Soldner was the first one to publish the Newtonian value of the deflection angle:

In this equation, G is the gravitational constant, M the mass of the object deflecting the light, c is the speed of light and d is the impact parameter of the light ray.

Regimes

Strong lensing

Weak lensing

Microlensing

The thin lens approximation

Applications