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MATLAB figure file of Fig 16. (c). Isotropic case at timestep t=1600000. |
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MATLAB figure file of Fig 16. (c). Anisotropic case, pulling speed: v_p=0.1. |
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MATLAB figure file of Fig 16. (d). Isotropic case at timestep t=4000000. |
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MATLAB figure file of Fig 16. (d). Anisotropic case, pulling speed: v_p=0.2. |
Oct 17, 2023
Szigeti, Balázs Endre; Barna, Imre Ferenc; Barnaföldi, Gergely Gábor, 2023, "The Formulation of Scaling Expansion in an Euler-Poisson Dark-Fluid Model", https://hdl.handle.net/21.15109/CONCORDA/VJSOOI, ARP, V1
We present a dark fluid model described as a non-viscous, non-relativistic, rotating, and self-gravitating fluid. We assume that the system has spherical symmetry and that the matter can be described by the polytropic equation of state. The induced coupled nonlinear partial differential system of equations was solved using a self-similar time-depen... |
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