Pages that link to "Item:Q1421394"

The following pages link to On the global existence of solutions to the Prandtl's system. (Q1421394):

Displaying 36 items.

• On back flow of boundary layers in two-dimensional unsteady incompressible heat conducting flow (Q5884805) (← links)
• Validity of Prandtl layer expansions for steady magnetohydrodynamics over a rotating disk (Q5886918) (← links)
• Long time well-posedness of Prandtl system with small and analytic initial data (Q5965165) (← links)
• Dynamic stability for steady Prandtl solutions (Q6067396) (← links)
• Validity of steady Prandtl layer expansions (Q6074567) (← links)
• BV entropy solutions of two-dimensional nonstationary Prandtl boundary layer system (Q6078341) (← links)
• Asymptotic behavior of the steady Prandtl equation (Q6084196) (← links)
• The well posedness of solutions for the 2D magnetomicropolar boundary layer equations in an analytic framework (Q6084709) (← links)
• A Kato-type criterion for the inviscid limit of the compressible Navier-Stokes system (Q6103928) (← links)
• Boundary layer separation for the steady compressible Prandtl equation (Q6110865) (← links)
• Global existence and decay estimates of solutions for the compressible Prandtl type equations with small analytic data (Q6119947) (← links)
• On the global small solution of 2-D Prandtl system with initial data in the optimal Gevrey class (Q6122685) (← links)
• 3D Hyperbolic Navier-Stokes Equations in a Thin Strip: Global Well-Posedness and Hydrostatic Limit in Gevrey Space (Q6133786) (← links)
• \(C^\alpha\) regularity of weak solutions of non-homogeneous ultraparabolic equations with drift terms (Q6139322) (← links)
• Long time well‐posedness of two dimensional Magnetohydrodynamic boundary layer equation without resistivity (Q6143544) (← links)
• Magneto-micropolar boundary layers theory in Sobolev spaces without monotonicity: well-posedness and convergence theory (Q6153197) (← links)
• Global small solutions of MHD boundary layer equations in Gevrey function space (Q6155317) (← links)
• Gevrey well-posedness of the MHD boundary layer system with temperature (Q6158303) (← links)
• On the steady Prandtl boundary layer expansions (Q6177458) (← links)
• Characteristic boundary layers in the vanishing viscosity limit for the Hunter-Saxton equation (Q6189359) (← links)
• Higher regularity and asymptotic behavior of 2D magnetic Prandtl model in the Prandtl-Hartmann regime (Q6189363) (← links)
• Well-posedness in Gevrey function space for the 3D axially symmetric MHD boundary layer equations without structural assumption (Q6191263) (← links)
• Separation of the two-dimensional steady MHD boundary layer (Q6191540) (← links)
• On the hydrostatic Navier-Stokes equations with Gevrey class 2 data (Q6193435) (← links)
• Gevrey Well-Posedness of Quasi-Linear Hyperbolic Prandtl Equations (Q6195129) (← links)
• Long time well-posedness of compressible magnetohydrodynamic boundary layer equations in Sobolev spaces (Q6195932) (← links)
• Hydrostatic approximation and optimal convergence rate for the second-grade fluid system (Q6557873) (← links)
• Nonuniqueness of generalised weak solutions to the primitive and Prandtl equations (Q6566143) (← links)
• Global Gevrey-2 solutions of the 3D axially symmetric Prandtl equations (Q6587600) (← links)
• Zero dissipation limit of the anisotropic Boussinesq equations with Navier-slip and Neumann boundary conditions (Q6599872) (← links)
• Global tangentially analytical solutions of the 3D axially symmetric Prandtl equations (Q6606287) (← links)
• Local well-posedness of solutions to 2D mixed Prandtl equations in Sobolev space without monotonicity and lower bound (Q6608359) (← links)
• Global regularity of solutions to the 2D steady compressible Prandtl equations (Q6611457) (← links)
• Prandtl boundary layer expansion with strong boundary layers for inhomogeneous incompressible magnetohydrodynamics equations in Sobolev framework (Q6633935) (← links)
• The local well-posedness of 2D magneto-micropolar boundary layer equations without resistivity (Q6642489) (← links)
• Optimal Gevrey stability of hydrostatic approximation for the Navier-Stokes equations in a thin domain (Q6665323) (← links)