File:Kerr-Flächen.png

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Kerr-Flächen.png(800 × 533 pixels, file size: 50 KB, MIME type: image/png)

Summary[edit]

Description
Deutsch: Ergosphären, Ereignishorizonte und Ringsingularität eines rotierenden schwarzen Lochs - Animation einschalten
Date
Source Own work
Author Yukterez (Simon Tyran, Vienna)
Other versions
Kerr-Newman, Kerr & Reissner-Nordström Flächen

Licensing[edit]

I, the copyright holder of this work, hereby publish it under the following license:
w:en:Creative Commons

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Code[edit]

rE=1+Sqrt[1-a^2 Cos[θ]^2-Q^2]; RE[A_]:={Sqrt[rE^2+A^2] Sin[θ]Cos[φ],Sqrt[rE^2+A^2] Sin[θ]Sin[φ],rE Cos[θ]}; (* äußere Ergosphäre *)
rG=1-Sqrt[1-a^2 Cos[θ]^2-Q^2]; RG[A_]:={Sqrt[rG^2+A^2] Sin[θ]Cos[φ],Sqrt[rG^2+A^2] Sin[θ]Sin[φ],rG Cos[θ]}; (* innere Ergosphäre *)
rA=1+Sqrt[1-a^2-Q^2]; RA[A_]:={Sqrt[rA^2+A^2] Sin[θ]Cos[φ],Sqrt[rA^2+A^2] Sin[θ]Sin[φ],rA Cos[θ]};           (* äußerer Horizont *)
rI=1-Sqrt[1-a^2-Q^2]; RI[A_]:={Sqrt[rI^2+A^2] Sin[θ]Cos[φ],Sqrt[rI^2+A^2] Sin[θ]Sin[φ],rI Cos[θ]};           (* innerer Horizont *)
p[f_, c_]:=ParametricPlot3D[f, {φ, 0, 2 π}, {θ, 0, π}, PlotStyle -> Directive[c, Opacity[0.15]]]                 (* Plotfunktion *)
Q=0;                                                                                                 (* elektrische Ladung auf 0 *)
Do[Print[Show[p[RE[a], Blue], p[RA[a], Cyan], p[RI[a], Orange], p[RG[a], Red]], {a,0,1,0.1}]]               (* kartesisch, x,y,z *)
Do[Print[Show[p[RE[0], Blue], p[RA[0], Cyan], p[RI[0], Orange], p[RG[0], Red]], {a,0,1,0.1}]]          (* pseudosphärisch, r,θ,Ф *)

Comparison[edit]

File history

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Date/TimeThumbnailDimensionsUserComment
current20:11, 28 June 2017Thumbnail for version as of 20:11, 28 June 2017800 × 533 (50 KB)Yukterez (talk | contribs)Bild dezenter gestaltet
02:32, 20 June 2017Thumbnail for version as of 02:32, 20 June 2017888 × 808 (61 KB)Yukterez (talk | contribs)mehr Luft nach oben und unten
02:06, 20 June 2017Thumbnail for version as of 02:06, 20 June 2017888 × 710 (60 KB)Yukterez (talk | contribs)User created page with UploadWizard
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