GRMHD in axisymmetric dynamical spacetimes: the X-ECHO code
N. Bucciantini (1), L. Del Zanna (2) ((1) NORDITA, AlbaNova University, Center, Stockholm, Sweden (2) Dip. Physics, Astronomy, University of, Firenze, Firenze, Italy)

TL;DR
The paper introduces X-ECHO, a new numerical code for simulating magnetized neutron stars and stellar collapse in dynamical spacetimes, combining advanced GRMHD and Einstein equation solvers.
Contribution
It presents the development of X-ECHO, a novel GRMHD code coupled with an Einstein equation solver, tailored for axisymmetric dynamical spacetimes in astrophysics.
Findings
Validated through astrophysical tests
Produces equilibrium models of relativistic stars
Simulates magnetized stellar collapse
Abstract
We present a new numerical code, X-ECHO, for general relativistic magnetohydrodynamics (GRMHD) in dynamical spacetimes. This is aimed at studying astrophysical situations where strong gravity and magnetic fields are both supposed to play an important role, such as for the evolution of magnetized neutron stars or for the gravitational collapse of the magnetized rotating cores of massive stars, which is the astrophysical scenario believed to eventually lead to (long) GRB events. The code is based on the extension of the Eulerian conservative high-order (ECHO) scheme [Del Zanna et al., A&A 473, 11 (2007)] for GRMHD, here coupled to a novel solver for the Einstein equations in the extended conformally flat condition (XCFC). We fully exploit the 3+1 Eulerian formalism, so that all the equations are written in terms of familiar 3D vectors and tensors alone, we adopt spherical coordinates for…
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