Rarefaction effects on shear driven oscillatory gas flows: A direct simulation Monte Carlo study in the entire Knudsen regime
From MaRDI portal
Publication:3554241
DOI10.1063/1.1634563zbMath1186.76413OpenAlexW2084844714MaRDI QIDQ3554241
P. Bahukudumbi, Jae Hyun Park, Ali Beskok
Publication date: 22 April 2010
Published in: Physics of Fluids (Search for Journal in Brave)
Full work available at URL: https://semanticscholar.org/paper/8694f327cd4e93c53de997534a988fe8be6a1087
Boltzmann equationMonte Carlo methodsshear flowCouette flowflow simulationflow instabilityfluid oscillationsKnudsen flowrarefied fluid dynamics
Related Items (23)
Modeling of hard disk drives for shock and vibration analysis -- consideration of nonlinearities and discontinuities ⋮ Nonplanar oscillatory shear flow: From the continuum to the free-molecular regime ⋮ Quantification of energy dissipation for laterally oscillating microstructures ⋮ Gas motion induced by unsteady boundary heating in a small-scale slab ⋮ The exact solution of Stokes' second problem including start-up process with fractional element ⋮ A novel linear stability analysis method for plane Couette flow considering rarefaction effects ⋮ Sound wave propagation in rarefied molecular gases ⋮ A novel spatio-temporally adaptive parallel three-dimensional DSMC solver for unsteady rarefied micro/nano gas flows ⋮ Nonisothermal oscillatory cylindrical Couette gas flow in the slip regime: a computational study ⋮ Numerical analysis of oscillatory Couette flow of a rarefied gas on the basis of the linearized Boltzmann equation for a hard sphere molecular gas ⋮ A BEM technique for free-molecule flows in high frequency MEMS resonators ⋮ The limits of Navier-Stokes theory and kinetic extensions for describing small-scale gaseous hydrodynamics ⋮ Gas flow near a plate oscillating longitudinally with an arbitrary frequency ⋮ Travelling waves solution of the unsteady flow problem of a rarefied nonhomogeneous charged gas bounded by an oscillating plate ⋮ Transient behaviour of a rarefied gas around a sphere caused by impulsive rotation ⋮ Oscillatory shear-driven gas flows in the transition and free-molecular-flow regimes ⋮ High frequency oscillatory flows in a slightly rarefied gas according to the Boltzmann–BGK equation ⋮ Lattice Boltzmann simulation of electromechanical resonators in gaseous media ⋮ Macroscopic description of steady and unsteady rarefaction effects in boundary value problems of gas dynamics ⋮ Frequency-domain Monte Carlo method for linear oscillatory gas flows ⋮ High accuracy numerical solutions of the Boltzmann Bhatnagar-Gross-Krook equation for steady and oscillatory Couette flows ⋮ Non-stationary rarefied gas flow in a plane channel with a series of oscillating barriers ⋮ Asymptotic analysis of the Boltzmann–BGK equation for oscillatory flows
Cites Work
- A convergence proof for Bird's direct simulation Monte Carlo method for the Boltzmann equation
- Statistical error in particle simulations of hydrodynamic phenomena.
- Molecular simulations of sound wave propagation in simple gases
- Sound wave propagation in transition-regime micro- and nanochannels
- On the hydrodynamic stability of pulsatile flow in a plane channel
This page was built for publication: Rarefaction effects on shear driven oscillatory gas flows: A direct simulation Monte Carlo study in the entire Knudsen regime
