6 citations · 7 across the 6 of their papers we have counts for
6 papers
Magnetically Confined Mountains on Accreting White Dwarfs
Pedro H. B. Rossetto, Manoel F. Sousa, Diego A. Falceta-Gonçalves
The hydromagnetic structure of magnetically confined mountains on accreting white dwarfs is computed, alongside the effects of accretion on the reduction of the star's magnetic fie…
Relaxation of magnetically-confined mountains on accreting neutron stars through cross-field mass transport
Ryan Brunet, Andrew Melatos, Pedro Rossetto
Hydromagnetic instabilities modify the structure of a magnetically confined mountain on an accreting neutron star, once the accreted mass exceeds a critical value. Ideal magnetohyd…
Robust Wada Boundaries and Entropy Scaling in pp-Wave Spacetimes
Pedro Henrique Barboza Rossetto, Vanessa Carvalho de Andrade, Daniel Müller
We study the dynamics of the geodesics of pp-wave spacetimes with polynomial profiles, which are dynamically equivalent to the motion of a classical particle in a two-dimensional h…
Quadrupole Moment of a Magnetically Confined Mountain on an Accreting Neutron Star in General Relativity
Pedro Henrique Barboza Rossetto, Jörg Frauendiener, Andrew Melatos
General relativistic corrections are calculated for the quadrupole moment of a magnetically confined mountain on an accreting neutron star. The hydromagnetic structure of the mount…
Magnetically Confined Mountains on Accreting Neutron Stars in General Relativity
Pedro H. B. Rossetto, Jörg Frauendiener, Ryan Brunet +1
The general relativistic formulation of the problem of magnetically confined mountains on neutron stars is presented, and the resulting equations are solved numerically, generalisi…
Wada Boundaries on a Hyperbolic Pair of Pants
Pedro Henrique Barboza Rossetto, Vanessa Carvalho de Andrade, Daniel Muller
In this paper the geodesics of an open multiply connected hyperbolic manifold are presented from the dynamical system point of view. The approach is completely numerical. Similar t…