Derives a comprehensive analytic linear dispersion relation for the thermal Farley-Buneman instability using kinetic ion description that includes the driving field and combines FBI, ITI, and ETI effects.
A model for collision processes in gases. i. small amplitude processes in charged and neutral one-component systems
7 Pith papers cite this work. Polarity classification is still indexing.
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UNVERDICTED 7representative citing papers
A centered coupling scheme for lattice Boltzmann methods solves Biot's poroelasticity model stably for strong coupling and captures discontinuous solutions in consolidation problems.
The UGKWP method decomposes gas distribution functions into hydrodynamic waves and particles for binary-species mixtures, recovers correct transport coefficients via Groppi and Shakhov models, and matches DSMC results in hypersonic tests.
A hybrid GKS-DVM scheme recovers Navier-Stokes solutions in continuum limits while capturing free-molecular flows in rarefied limits via a numerical collision time and adaptive Kn/Ma strategies.
A computational study of capsule ejection from channel to reservoir finds that inter-capsule interactions and deformability strongly affect local velocity fields, with trains of three particles homogenizing flow and the leading capsule moving faster, while reservoir size has little effect.
An exponential scaling law based on Power, Froude, and Richardson numbers unifies mixing time data from simulations varying Reynolds and Richardson numbers in stirred tanks.
The review summarizes developments in spin hydrodynamics, polarization from spin-vorticity coupling, pseudo-gauge freedom, and heavy-flavor spin dynamics in relativistic systems.
citing papers explorer
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Kinetic theory of the Thermal Farley-Buneman Instability in the E-region ionosphere
Derives a comprehensive analytic linear dispersion relation for the thermal Farley-Buneman instability using kinetic ion description that includes the driving field and combines FBI, ITI, and ETI effects.
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A lattice Boltzmann method for Biot's consolidation model of linear poroelasticity
A centered coupling scheme for lattice Boltzmann methods solves Biot's poroelasticity model stably for strong coupling and captures discontinuous solutions in consolidation problems.
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A unified gas-kinetic wave-particle method for multiscale binary-species gas mixtures
The UGKWP method decomposes gas distribution functions into hydrodynamic waves and particles for binary-species mixtures, recovers correct transport coefficients via Groppi and Shakhov models, and matches DSMC results in hypersonic tests.
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A Hybrid Gas-Kinetic Scheme and Discrete Velocity Method for Continuum and Rarefied Flows
A hybrid GKS-DVM scheme recovers Navier-Stokes solutions in continuum limits while capturing free-molecular flows in rarefied limits via a numerical collision time and adaptive Kn/Ma strategies.
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Injection of Deformable Capsules in a Reservoir, a Systematic Analysis
A computational study of capsule ejection from channel to reservoir finds that inter-capsule interactions and deformability strongly affect local velocity fields, with trains of three particles homogenizing flow and the leading capsule moving faster, while reservoir size has little effect.
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Mixing of miscible liquids: Dimensionless scaling for intermediate-to-large density differences in a stirred tank
An exponential scaling law based on Power, Froude, and Richardson numbers unifies mixing time data from simulations varying Reynolds and Richardson numbers in stirred tanks.
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Spin dynamics and polarization in relativistic systems: recent developments
The review summarizes developments in spin hydrodynamics, polarization from spin-vorticity coupling, pseudo-gauge freedom, and heavy-flavor spin dynamics in relativistic systems.