closed region 
One Possible Mechanism to Sustain Combustion inside a Closed Region under Zero Gravity


To verify the feasibility of combustion to be sustained by such a mechanism, a mathematical statement of the problem of combustion inside a closed region under zero gravity without a forced circulation was formulated.


Numerical solution of the system of twodimensional unsteady NaverStokes equations for a compressible gas in a closed region


Linear isothermal filtration in the elastic regime in a closed region


Flow and heat transfer with natural convection of a gas in a closed region after loss of hydrostatic equilibrium stability


Numerical investigation of convection in a viscoplastic liquid in a closed region


If the angle of attack reaches the critical value, a closed region of recirculation flow of small extension is formed on the upper surface of the airfoil.


Influence of the initial conditions on the characteristics of unsteady natural concentration convection in a closed region


,n where g(x, θ) is a continuous function on a bounded closed region X × Θ, θ0 is the unknown parameter vector in Θ ? Rp, {x1, x2, ...


Each node of the network forms a closed region in the input space.


The conjugate problem of heat transfer during the non steady laminar flow of a viscous incompressible liquid at the entrance section of a plane, annular, or cylindrical channel or in a closed region is discussed.


Natural convection of a dusty gas in a plane closed region


In this paper, the complete doubleseries in the closed region expressing the doublevariable functions and their partial derivatives are derived by the Htransformation and Stockes' transformation.


" Singularities " are finite closed regions in spacetime rather than points and a physical system forgets completely its past (blackout of information) once it is inside this closed region.


We show that the generators are regional fractional Laplacians on the closed region.


plane which bounds the simple polygonal (closed) region D.


It is shown that in the?  T plane there is a closed region containing both the triple and the critical point where the decay is monotonic.


Solution of an open region problem as a limiting case of a closed region problem


We determine (Theorem 3) the smallest closed region, containing the interva of integration, such that the analyticity of the integrand in this closed region implies the convergence of the NewtonCotes quadratures.


It is found that the magnetically closed region can have but a limited extension into the corona.

