Rarefied gas channel flows for three molecular models.
Boltzmann equation for rarefied gas flows between two parallel infinite plates for Maxwellian, hard sphere and BGK models
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Boltzmann equation for rarefied gas flows between two parallel infinite plates for Maxwellian, hard sphere and BGK models
Model to predict rarefied gas annular flow accounting for slip velocity and diffusion
Rarefied gas flow through passages with static boundaries noting development of theoretical models
Rarefied gas flow through passages with static boundaries noting development of theoretical models
Couette flow and heat transfer through hard- sphere rarefied gas enclosed between parallel walls analyzed by Monte Carlo method
Rarefied gas flow through ultrafine porous filtering media used to predict flow rate
Heat and mass transfer during evaporation of liquid with free surface in rarefied gas medium
Couette flow and heat transfer between parallel plates enclosing hard-sphere rarefied gas analyzed by Monte Carlo method
Volume flow rate of plane Poiseuille flow of rarefied gas in channel by moment method
A fundamental study of viscoseals having a rarefied gas as the sealant has been conducted. Both experimental and analytical investigations are reported. Three different analytical models have been formulated and are described in detail. An experimental investigation has been conducted on multiple grooved two-inch diameter viscoseals over a wide range of gas densities and shaft speeds up to 30,000 rpm. Comparisons are presented between actual viscoseal performance and the theoretical predictions for both sealing coefficient and net leakage parameters as functions of the degree of gas rarefication. Recommendations are presented for the use of the analytical models.
A fundamental study of viscoseals having a rarefied gas as the sealant was conducted. Both experimental and analytical investigations are reported. Three different analytical models were formulated and are described in detail. An experimental investigation was conducted on multiple grooved two-inch diameter viscoseals over a wide range of gas densities and shaft speeds up to 30,000 rpm. Comparisons are presented between actual viscoseal performance and the theoretical predictions for both sealing coefficient and net leakage parameters as functions of the degree of gas rarefication. Recommendations are presented for the use of the analytical models.
When the conditions of flow are rarefied and hypersonic, a more suitable alternative to the use of the Navier-Stokes equations for developing a numerical solution is the Direct Simulation Monte Carlo method (DSMC), a method of simulation which employs a large number of particles in modeling a rarefied gas. The performance of a parallel DSMC code developed for the Intel iPSC/860 Touchstone Gamma prototype computer is studied and the scaleup is found to be very nearly over the range of 16-128 processors.
Monte Carlo analysis of rarefied-gas heat transfer between parallel plates under various flow conditions
Rarefied gas dynamics - Conference, Oxford University, July 1966, Volume I
This paper extends the particle Green’s function approach of Gallis et al. [Phys. Fluids 13, 3482–3492 (2001)] to compute the force and heat transfer on nonspherical, sublimating particles in rarefied gas flows. Green’s functions are derived for rods and plates, which are representative of ice particle shapes, and a numerical procedure is developed for computing the Green’s functions for a general discretized convex shape. Additionally, a sublimation model is developed to simulate the evolution of ice particles in rarefied gas flows. These models are implemented in a direct simulation Monte Carlo code and demonstrated for the case of ice-particle-laden hypersonic flow over a ramp.
Rarefied gas dynamics - conference, Oxford University, July 1966
Monte Carlo method analysis of rarefied gas heat transfer between parallel plates in terms of temperature, density and Knudsen number
Rarefied gas dynamics, Advances in applied mechanics - International Symposium, University of Toronto, July 1964