We present computations using orientation-free discrete velocity models for the dispersion relationship of ultrasound propagation in monatomic hard-sphere gases (or a type of gas composed of a system of vortices). Comparisons with previous verified fixed-orientation results for the propagation of the sound mode in rarefied gases show that, if collective excitations are considered, an orientation-free eight-velocity model can capture more physical insights. We also demonstrate the symmetry property of the spectra using the orientation-free eight-velocity model.Physics, MultidisciplinarySCI(E)中国科学引文数据库(CSCD)0ARTICLE2150-1521
Spectra or decay rates of spatial fluctuations are calculated from mean-field theory or Boltzmann's ...
Predicting sound wave dispersion in monatomic gases is a fundamental gas flow problem in rarefied ga...
none4siWe study the dispersion relation for sound in rarefied polyatomic gases (hydrogen, deuterium ...
Computations using orientationfree discrete velocity models for the dispersion relationship of ultra...
We use discrete kinetic models to study the dispersion relations of the one-dimensional plane-ultras...
We use the discrete velocity models to study the spectral problems related to the 1D plane wave prop...
AbstractWe investigate the spectra for the orientation-free four-velocity model. Continuum-mechanic ...
We investigate sound wave propagation in a monatomic gas using a volume-based hydrodynamic model. In...
The discrete Boltzmann models are used to study the spectral problems related to the one-dimensional...
Sound wave propagation in rarefied monatomic gases is simulated using a newly developed unified gask...
The discrete kinetic model is used to study the propagation of sound waves in system of hard-disk-li...
none4siWe study the dispersion relation for sound in rarefied polyatomic gases basing on the recentl...
A generalized kinetic model equation which takes into account the frequency depence of the thermal c...
Equations determining wave speeds for a model of ultrarelativistic gases are investigated. This mod...
A generalized kinetic model equation which takes into account the frequency dependence of the therma...
Spectra or decay rates of spatial fluctuations are calculated from mean-field theory or Boltzmann's ...
Predicting sound wave dispersion in monatomic gases is a fundamental gas flow problem in rarefied ga...
none4siWe study the dispersion relation for sound in rarefied polyatomic gases (hydrogen, deuterium ...
Computations using orientationfree discrete velocity models for the dispersion relationship of ultra...
We use discrete kinetic models to study the dispersion relations of the one-dimensional plane-ultras...
We use the discrete velocity models to study the spectral problems related to the 1D plane wave prop...
AbstractWe investigate the spectra for the orientation-free four-velocity model. Continuum-mechanic ...
We investigate sound wave propagation in a monatomic gas using a volume-based hydrodynamic model. In...
The discrete Boltzmann models are used to study the spectral problems related to the one-dimensional...
Sound wave propagation in rarefied monatomic gases is simulated using a newly developed unified gask...
The discrete kinetic model is used to study the propagation of sound waves in system of hard-disk-li...
none4siWe study the dispersion relation for sound in rarefied polyatomic gases basing on the recentl...
A generalized kinetic model equation which takes into account the frequency depence of the thermal c...
Equations determining wave speeds for a model of ultrarelativistic gases are investigated. This mod...
A generalized kinetic model equation which takes into account the frequency dependence of the therma...
Spectra or decay rates of spatial fluctuations are calculated from mean-field theory or Boltzmann's ...
Predicting sound wave dispersion in monatomic gases is a fundamental gas flow problem in rarefied ga...
none4siWe study the dispersion relation for sound in rarefied polyatomic gases (hydrogen, deuterium ...