File:Ergosphäre und Ereignishorizonte eines rotierenden schwarzen Lochs, Animation.gif
Ergosphäre_und_Ereignishorizonte_eines_rotierenden_schwarzen_Lochs,_Animation.gif (494 × 494 pixels, file size: 838 KB, MIME type: image/gif, looped, 211 frames, 14 s)
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(* r,θ,φ: A=0, x,y,z: A=a *) rE = M + Sqrt[M^2 - a^2 Cos[θ]^2]; {Sqrt[rE^2 + A^2] Sin[θ], rE Cos[θ]}; (* Ergosphäre *) rA = M + Sqrt[M^2 - a^2]; {Sqrt[rA^2 + A^2] Sin[θ], rA Cos[θ]}; (* äußerer Ereignishorizont *) rI = M - Sqrt[M^2 - a^2]; {Sqrt[rI^2 + A^2] Sin[θ], rI Cos[θ]}; (* innerer Ereignishorizont *)
- Code: Mathematica Syntax
- References: [1][2]
Summary edit
DescriptionErgosphäre und Ereignishorizonte eines rotierenden schwarzen Lochs, Animation.gif |
Deutsch: Diagramm der Ergosphäre und des inneren und äußeren Ereignishorizonts eines rotierendes schwarzen Lochs (animierte Version). "a" ist der Spin-Parameter des SL; die Achsen sind in Einheiten von GM/c². Wenn a=0 reduzieren sich beide Koordinatensysteme auf Schwarzschildkoordinaten. |
Date | |
Source |
Own work This diagram was created with Mathematica. |
Author | Yukterez (Simon Tyran, Vienna) |
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References edit
- ↑ Matt Visser: The Kerr Spacetime, page 35, Fig. 3
- ↑ Edwin Taylor: The Spinning Black Hole, page 8, Fig. 3
File usage on Wikipedia edit
- en.wikipedia.org/wiki/Black hole
- en.wikipedia.org/wiki/Rotating black hole
- en.wikipedia.org/wiki/Ergosphere
- en.wikipedia.org/wiki/Frame-dragging
- https://ru.wikipedia.org/wiki/Вращающаяся чёрная дыра
- https://vi.wikipedia.org/wiki/Lỗ đen
- de.wikipedia.org/wiki/Schwarzes Loch
- de.wikipedia.org/wiki/Aktiver_Galaxienkern
- de.wikipedia.org/wiki/Blandford-Znajek-Prozess
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Date/Time | Thumbnail | Dimensions | User | Comment | |
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current | 05:46, 27 July 2016 | 494 × 494 (838 KB) | Yukterez (talk | contribs) | changed frame duration | |
03:35, 27 July 2016 | 494 × 494 (838 KB) | Yukterez (talk | contribs) | User created page with UploadWizard |
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