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Production of Jets before Neutron Star Mergers

Praveen Sharma, Slava G. Turyshev, Maxim V. Barkov, Maxim Lyutikov

Abstract

We demonstrate that magnetospheric interactions between merging neutron stars (NSs) generate dual-jetted current outflows, analogous to the Alfvén wings observed during planetary interactions in the Solar System. Using 3D relativistic MHD simulations, we model the interaction as a conducting sphere moving through a highly magnetized plasma of the companion's magnetosphere. Unusually, the interaction operates in a regime that is relativistic yet sub-Alfvénic. Electromagnetic draping amplifies magnetic fields in a narrow layer near the stellar surface, leading to the generation of electric currents along the local magnetic field. The generation of beamed outflows enhances the instantaneous power of the pulsar-like radio and high-energy emission, produces spin/orbital modulations, and is likely to lead to observable precursor emission preceding the main gravitational wave event.

Production of Jets before Neutron Star Mergers

Abstract

We demonstrate that magnetospheric interactions between merging neutron stars (NSs) generate dual-jetted current outflows, analogous to the Alfvén wings observed during planetary interactions in the Solar System. Using 3D relativistic MHD simulations, we model the interaction as a conducting sphere moving through a highly magnetized plasma of the companion's magnetosphere. Unusually, the interaction operates in a regime that is relativistic yet sub-Alfvénic. Electromagnetic draping amplifies magnetic fields in a narrow layer near the stellar surface, leading to the generation of electric currents along the local magnetic field. The generation of beamed outflows enhances the instantaneous power of the pulsar-like radio and high-energy emission, produces spin/orbital modulations, and is likely to lead to observable precursor emission preceding the main gravitational wave event.
Paper Structure (29 sections, 21 equations, 16 figures, 4 tables)

This paper contains 29 sections, 21 equations, 16 figures, 4 tables.

Figures (16)

  • Figure 1: Non-relativistic Sub-Alfvénic run A1. Top row: $xy$-plane slices of flow velocity ($v$), density ($\rho$), ram pressure ($p_{\mathrm{ram}}$), and fast magnetosonic Mach number ($\mathcal{M}_{f}$). Bottom row: corresponding $xz$-plane slices. All quantities, except $\mathcal{M}_{f}$, are normalized by the upstream values. Velocity Streamlines and magnetic field lines are overlaid where applicable. The green contour in fast Mach plots marks the boundary $\mathcal{M}_{f}=1$.
  • Figure 2: Non-relativistic Sub-Alfvénic run A1. 3D contour plot of the magnetic pressure ${B^2}/{8\pi}$ at the steady state viewed along the x-axis.
  • Figure 3: Alfvén wing structure in illustrative run A1c. (a) Isosurface of current density magnitude $|\mathbf{J}|$ showing bipolar field-aligned current channel (purple) extending from the neutron star surface. The green and red arrows on the wings indicate upward (+z) and downward (-z) directed currents, respectively, forming the bipolar Alfvén wing current system. (b) Current streamlines colored by $J_z$ component, revealing the field-aligned nature of the currents. Both panels show arrows indicating ambient magnetic field $\mathbf{B}_0$ (black) and flow velocity $\mathbf{v}_0$ (dark teal).
  • Figure 4: Non-relativistic Sub-Alfvénic run A1. We show 3D streamlines of the current colored by $J_z$ for flow past a perfectly conducting sphere. Left: View along $+z$ direction. The upstream hemisphere ($x>0$) hosts an antisymmetric pair of organized current sheets wrapping around the nose. Downstream ($x<0$), current streamlines show lateral circulation patterns that provide closure paths connecting surface currents to the Alfvén wing channels. Right: View along $+x$ direction. Bipolar, field-aligned $J_z$ structures (Alfvén wings) extend above and below the equator, with organized collimated current channels propagating downstream.
  • Figure 5: Non-relativistic Sub-Alfvénic run A1. Here we show 2D slices of parallel current $J_z$ along $x=0$, and $y=0.5$. In the left panel, we observe currents with alternating directions, while an upstream-downstream asymmetry is clearly visible in the right image.
  • ...and 11 more figures