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Acoustic, entropy, and vorticity perturbations in a channel of variable cross section
      
A study is made of the problem of the propagation of infinitesimally small perturbations in a gas stream moving in a channel of variable cross section when the flow cannot be regarded as isentropic and irrotational.
      
Aris [2] obtained more accurately the effective diffusion coefficient in Taylor's model and solved the problem for the general case of steady flow in a channel of arbitrary section.
      
Under such an assumption, a simple method is derived in the present paper for calculating the loss of the total pressure with allowance for mixing in a channel of variable cross sectional area.
      
The results are given of experimental investigations into the deformation of the field of the static pressure and the tangential stresses on the walls of a channel of rectangular cross section under the influence of longitudinal curvature.
      
Two-dimensional nature of the flow instability of gases that are ionized in the channel of a plasma accelerator
      
The paper is one of a cycle of numerical investigations of two-dimensional flows of plasma in the channel of a plasma accelerator.
      
Their treatment applied to a gas with volume heat release filling a channel of finite length under the assumption that the parameters of the gas in the steady state are constant over the volume.
      
Fluid flow in a rotating channel of square section
      
The results are given of a calculation of laminar flow in a channel of square section and the motion of a turbulent jet from a cruciform nozzle in an ambient flow.
      
Near-resonance oscillations of a gas moving along a channel of variable cross section
      
This paper describes a theoretical and experimental investigation of the propagation of internal waves in an exponentially stratified fluid in a horizontal channel of finite height.
      
Rotational inviscid flow with circulation zones in a channel of variable cross section
      
Secondary flows in the channel of a MHD generator with a nonuniform magnetic field
      
Interaction between a vertical wall and a wave propagating in a channel of parabolic cross section
      
The hydrodynamics of a swirling disperse flow in a cylindrical channel of complex shape is investigated numerically within the framework of a two-velocity two-temperature model of the motion of interpenetrating continua.
      
The problem of designing a transitional flow-equalization channel of minimum length is solved for the viscous turbulent mixing of two parallel or mutually inclined supersonic flows.
      
The heat transfer in subsonic high-temperature (T? ~ 2000°K) gas flow through a curved channel of rectangular cross section has been experimentally investigated.
      
The dynamics of a nonuniformly conducting gas flow in the channel of a MHD generator are investigated on the basis of numerical modeling.
      
Change of regime in supersonic flow past an obstacle preceded by a thin channel of reduced density
      
 

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