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Exact correspondence between Israel-Stewart theory and first-order causal and stable hydrodynamics is established for the boost-invariant massive case with zero baryon density and the same constant relaxation times used in the shear and bulk sectors.
1904
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1907
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P. Kovtun, “First-order relativistic hydrodynamics is stable,” JHEP
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W. Israel, “Nonstationary irreversible thermodynamics: A Causal relativistic theory,” Annals Phys
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M. Martinez and M. Strickland, “Dissipative Dynamics of Highly Anisotropic Systems,” Nucl. Phys
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C. Gale, S. Jeon, and B. Schenke, “Hydrodynamic Modeling of Heavy-Ion Collisions,” Int. J. Mod. Phys
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P. Romatschke, “Relativistic Fluid Dynamics Far From Local Equilibrium,” Phys. Rev. Lett
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2013
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A. Jaiswal, “Relativistic third-order dissipative fluid dynamics from kinetic theory,” Phys. Rev. C
2013
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2014
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S. Jeon and U. Heinz, “Introduction to Hydrodynamics,” Int. J. Mod. Phys
2015
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2018
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Cambridge Monographs on Mathematical Physics. Cambridge University Press, 2019
P. Romatschke and U. Romatschke, Relativistic Fluid Dynamics In and Out of Equilibrium · 2019
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A. Das, W. Florkowski, J. Noronha, and R. Ryblewski, “Equivalence between first-order causal and stable hydrodynamics and israel-stewart theory for boost-invariant systems with a constant relaxation time,” Physics Letters B
2020
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