File:Gravitational time dilation around a black hole.gif
Gravitational_time_dilation_around_a_black_hole.gif (666 × 266 pixels, file size: 1.43 MB, MIME type: image/gif, looped, 481 frames, 29 s)
Captions
While the test particle falls into the rotating black hole in a finite proper time, it makes an infinite amount of revolutions while frozen on the horizon from the perspective of a coordinate observer. Units of time are in GM/c³. The spin parameter is 0.9, the initial distance 3GM/c² and the polar launch angle 36°. The initial velocity in a prograde direction is the newtonian orbital velocity. The length of the red tail is 1/4 GM/c³ in proper time (at the horizon it becomes infinitely long after an infinite amount of coordinate time and in a finite proper time because of gravitational time dilation and the frame-dragging-effect).
Summary
[edit]DescriptionGravitational time dilation around a black hole.gif |
English: The proper time of a particle spiraling into a rotating black hole (left) and the coordinate time in which an observer at infinity observes the particle (right) |
Date | |
Source | kerr.yukterez.net |
Author | Yukterez |
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current | 04:02, 6 July 2016 | 666 × 266 (1.43 MB) | Yukterez (talk | contribs) | User created page with UploadWizard |
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