L. Nasser

most citedA new hydrodynamic spherical accretion exact solution and its quasi-spherical perturbations

2 citations · 2 across the 2 of their papers we have counts for

collaborators

2 papers

astro-ph.GA2023

Formal stability analysis for the recent $γ = 5/3$ power-law spherical accretion solution

X. Hernandez, L. Nasser, P. L. Rendon

Recently, an exact spherically symmetric analytic accretion solution was presented having simple $ρ \propto R^{- 3/2}$ and $V \propto R^{- 1/2}$ scalings in Hernandez et al. (2023). I…

astro-ph.HE2022★ 2 cited

A new hydrodynamic spherical accretion exact solution and its quasi-spherical perturbations

X. Hernandez, L. Nasser, A. Aguayo-Ortiz

We present an exact $γ = 5/3$ spherical accretion solution which modifies the Bondi boundary condition of $ρ \to co n s t .$ as $r \to \infty$ to $ρ \to 0$ as $r \to \infty$ . This change al…

Formal stability analysis for the recent γ=5/3 power-law spherical accretion solution

A new hydrodynamic spherical accretion exact solution and its quasi-spherical perturbations

Formal stability analysis for the recent $γ = 5/3$ power-law spherical accretion solution