4.7 Article

Jet propagation in expanding medium for gamma-ray bursts

期刊

出版社

OXFORD UNIV PRESS
DOI: 10.1093/mnras/staa3276

关键词

gravitational waves; hydrodynamics; relativistic processes; shock waves; stars: neutron; ISM: jets and outflows

资金

  1. JSPS KAKENHI [20H01901, 20H01904, 20H00158, 18H01213, 18H01215, 17H06357, 17H06362, 17H06131]
  2. [YITP-T-19-04]
  3. [YITP-W-18-11]
  4. [YITP-T-18-06]

向作者/读者索取更多资源

Research on the propagation of short gamma-ray burst jets produced in binary neutron star mergers shows that they differ from those in collapsars by traveling through the expanding ambient medium of merger ejecta. The models presented have been tested in numerical simulations and are consistent in various aspects, providing useful estimates for electromagnetic counterparts to gravitational waves.
The binary neutron star (BNS) merger event GW170817 clearly shows that a BNS merger launches a short gamma-ray burst (sGRB) jet. Unlike collapsars, where the ambient medium is static, in BNS mergers the jet propagates through the merger ejecta that is expanding outward at substantial velocities (similar to 0.2c). Here, we present semi-analytical and analytical models to solve the propagation of GRB jets through their surrounding media. These models improve our previous model by including the jet collimation by the cocoon self-consistently. We also perform a series of 2D numerical simulations of jet propagation in BNS mergers and in collapsars to test our models. Our models are consistent with numerical simulations in every aspect (the jet head radius, the cocoon's lateral width, the jet opening angle including collimation, the cocoon pressure, and the jet-cocoon morphology). The energy composition of the cocoon is found to be different depending on whether the ambient medium is expanding or not; in the case of BNS merger jets, the cocoon energy is dominated by kinetic energy, while it is dominated by internal energy in collapsars. Our model will be useful for estimating electromagnetic counterparts to gravitational waves.

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