Symmetry and conservation laws alone yield nonlinear fluctuating hydrodynamics equations whose sound and heat modes both flow to a KPZ fixed point with dynamical exponent 3/2, confirmed by simulations matching the Prahofer-Spohn function.
Spohn, Generalized Gibbs ensembles of the classical Toda chain, J
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Noncentral limit theorems are derived for functionals of LRD Gaussian subordinated STRFs with Hermite rank two on two-point homogeneous spaces and compact convex sets, obtained in the second Wiener chaos via reduction theorems and spectral analysis.
The Δ-model adds a fixed Δ to collision velocities in vibrated granular fluids to enable Enskog kinetic theory predictions of temperature, equation of state, Navier-Stokes coefficients, mixture nonequipartition, and unconditional stability of homogeneous states.
citing papers explorer
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Symmetry-based nonlinear fluctuating hydrodynamics in one dimension
Symmetry and conservation laws alone yield nonlinear fluctuating hydrodynamics equations whose sound and heat modes both flow to a KPZ fixed point with dynamical exponent 3/2, confirmed by simulations matching the Prahofer-Spohn function.
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Noncentral limit results for spatiotemporal random fields on manifolds and beyond
Noncentral limit theorems are derived for functionals of LRD Gaussian subordinated STRFs with Hermite rank two on two-point homogeneous spaces and compact convex sets, obtained in the second Wiener chaos via reduction theorems and spectral analysis.
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Dynamic properties in a collisional model for confined granular fluids. A review
The Δ-model adds a fixed Δ to collision velocities in vibrated granular fluids to enable Enskog kinetic theory predictions of temperature, equation of state, Navier-Stokes coefficients, mixture nonequipartition, and unconditional stability of homogeneous states.