RODRIGO TURCATI'S ACADEMIC WEBPAGE

MAIN RESEARCH INTERESTS
My research program explores the interface between quantum gravity phenomenology, nuclear astrophysics, and quantum field theory, with a unifying focus on testing fundamental physics through both theoretical modeling and observational signatures. At the core of this effort lies the development of beyond-Standard-Model frameworks that probe the limits of spacetime symmetry, high-energy interactions, and emergent gravity.
In quantum gravity phenomenology, I investigate:
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Higher-order gravity in arbitrary dimensions, where derivative expansions modify Einstein-Hilbert dynamics and black hole solutions, with implications for renormalizability and unitarity;
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Analogue gravity models in condensed-matter systems, which simulate exotic spacetime geometries (e.g., acoustic horizons) to test semiclassical gravity predictions;
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Lorentz symmetry violation (LSV) via the Standard Model Extension (SME), constraining spacetime anisotropy through astrophysical neutrinos, gamma-ray bursts, and gravitational waves.
My work in nuclear astrophysics connects these theoretical constructs to extreme environments:
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Neutron star interiors as laboratories for modified electromagnetism (e.g., nonlinear Maxwell extensions) and nonminimal couplings;
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Neutrino propagation in strong magnetic fields, with attention to spin-flip transitions and magnetic moment anomalies;
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Exotic compact objects with quark matter or topological defects (e.g., magnetic monopoles), where higher-derivative terms alter mass-radius relations.
Within quantum field theory, I specialize in:
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Neutral-particle electrodynamics, including Aharonov-Casher-type effects and emergent gauge structures;
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Gyromagnetic ratio deviations from Dirac’s prediction, probing composite models or spacetime granularity;
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Nonminimal couplings (e.g., axion-photon, curvature-fermion) that generate testable thresholds in high-energy collisions or cosmic-ray spectra.
This integrated approach—spanning mathematical consistency, astrophysical viability, and experimental constraints—aims to identify observational windows into quantum spacetime structure while advancing the dialogue between formal theory and multimessenger astronomy.