My research interests focus on the large-scale spatio-temporal (hydrodynamic) characterization of interacting many-particle systems driven out of equilibrium. A central objective in this field is to derive effective hydrodynamic descriptions for microscopic interacting particle systems. An important step toward this goal is the determination of transport coefficients, particularly the bulk diffusivity and conductivity (or mobility), which govern the relaxation and fluctuations of conserved quantities. In particular, my research aims to quantify transport properties in two important classes of systems: random-organization models and non-gradient interacting systems. Through a combined analytical and computational approach, my work seeks to bridge microscopic dynamics and macroscopic transport laws, ultimately leading to a unified and microscopically consistent fluctuating hydrodynamics framework applicable to a broad class of active, soft-matter, and driven systems.

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  279-3620

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  animesh.hazra@apctp.org

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  514

  514

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  Statistical Physics

  Statistical Physics