Figure 46.
![Rotation curve: Gaussian oval toroid. Same as Fig. 38 but for the Gaussian oval toroid the volume mass density of which is described as ρGT(R, z) ≡ ρ0 exp [−{(R − RT)/a}2 − {(|z|/c)/f(R/a)}2] while f(ξ) ≡ 1 + kξ.](https://oup.silverchair-cdn.com/oup/backfile/Content_public/Journal/mnras/462/2/10.1093_mnras_stw1765/2/stw1765fig46.jpeg?Expires=1750616484&Signature=TvScbqMC0r5Arww7MbBHjohx1RIXBIHU7HuQOdaohSy7tQM~4~p8Fe0LCdAuKDgSdmMAsEpPAz85iasvqxoSwFXT~5xf7OaFHXy9iBeLfaaGpsKOWZUQXh2vEXtprQ9Qu461RAejZ5xcXNAr1lPXgnkf9aqPhETgJsP4D~ZX-8M0F3DF9bweQI2lKOnQ1l~SYTikr0~FnQYWa9fkpe20hSx7TLpeMF6kwrMneEbTrc7AzwvNR2eMQ9X2fq2l~k~9KNg1w2g~p36JradDS-hTz2sM-~p2vIj2kuMFP8dT1PlhA2QCFImcAkoAMcTRyGdH028A1LaW9IIAcDnyVXTXGA__&Key-Pair-Id=APKAIE5G5CRDK6RD3PGA)
Rotation curve: Gaussian oval toroid. Same as Fig. 38 but for the Gaussian oval toroid the volume mass density of which is described as ρGT(R, z) ≡ ρ0 exp [−{(R − RT)/a}2 − {(|z|/c)/f(R/a)}2] while f(ξ) ≡ 1 + kξ.
Rotation curve: Gaussian oval toroid. Same as Fig. 38 but for the Gaussian oval toroid the volume mass density of which is described as ρGT(R, z) ≡ ρ0 exp [−{(R − RT)/a}2 − {(|z|/c)/f(R/a)}2] while f(ξ) ≡ 1 + kξ.
