The flavor evolution of neutrinos in dense astrophysical environments is nonlinear and sensitive to quantum many-body effects beyond the mean-field approximation. A unified tensor-network-based approach is proposed, capable of modeling inhomogeneous and anisotropic flavor evolution under conditions typical of core-collapse supernovae and neutron star mergers. Within this framework, the influence of inhomogeneity, boundary conditions, and resolution convergence is investigated for several neutrino distributions. Many-body systems reach equilibrium earlier than their mean-field counterparts, arriving at similar final flavor states. Increasing the interaction region allows open boundaries to reproduce the behavior of a closed system, but only if the beams are initially overlapping and interact continuously. In contrast, initially separated configurations build up entanglement more slowly, interact longer, and result in a different flavor composition than calculations with initial overlap.
Predicted by Wolfgang Pauli and named by Enrico Fermi, neutrinos are nearly elusive particles. Inside dying supernova giants and merging neutron stars, an immense number are born. Each particle has a flavor that can change. Previously, these transformations were thought to happen independently. But in the crush of a stellar catastrophe, neutrinos start influencing their neighbors.
Like a crowd where mood spreads from person to person, neutrinos accelerate their flavor changes through constant interaction. A new model has, for the first time, united these collective interactions into a coherent picture. It turns out: when particles are packed together, they reach a uniform flavor much faster than earlier predictions. If the flows are initially separated, the process slows down, and the final composition ends up different. The most startling bit: in the blink of a core collapse, these invisible particles carry away more energy than the Sun will radiate over its entire 10-billion-year lifetime. Their behavior dictates how the star will explode and which heavy elements—like gold—it will scatter into space.
🎯 From supernova 1987A, Earth’s detectors caught just 25 neutrinos—but that was enough to confirm the theory of stellar collapse.