Pages that link to "Item:Q1030677"

The following pages link to A reduced finite element formulation based on proper orthogonal decomposition for Burgers equation (Q1030677):

Displaying 30 items.

• Mathematical and numerical results on the sensitivity of the POD approximation relative to the Burgers equation (Q297847) (← links)
• A reduced-order extrapolation algorithm based on SFVE method and POD technique for non-stationary Stokes equations (Q297856) (← links)
• A new reduced stabilized mixed finite-element method based on proper orthogonal decomposition for the transient Navier-Stokes equations (Q410582) (← links)
• Reduced-order extrapolation spectral-finite difference scheme based on POD method and error estimation for three-dimensional parabolic equation (Q493357) (← links)
• An optimized SPDMFE extrapolation approach based on the POD technique for 2D viscoelastic wave equation (Q501942) (← links)
• A reduced FVE formulation based on POD method and error analysis for two-dimensional viscoelastic problem (Q641587) (← links)
• A reduced finite difference scheme based on singular value decomposition and proper orthogonal decomposition for Burgers equation (Q1023312) (← links)
• Finite element formulation based on proper orthogonal decomposition for parabolic equations (Q1042912) (← links)
• On the sensitivity and accuracy of proper-orthogonal-decomposition-based reduced order models for Burgers equation (Q1645471) (← links)
• Reduced-order proper orthogonal decomposition extrapolating finite volume element format for two-dimensional hyperbolic equations (Q1680437) (← links)
• A reduced-order extrapolation central difference scheme based on POD for two-dimensional fourth-order hyperbolic equations (Q1733658) (← links)
• Control of the Burgers equation by a reduced-order approach using proper orthogonal decomposition (Q1807820) (← links)
• A reduced FE formulation based on POD method for hyperbolic equations (Q1954132) (← links)
• A POD-based reduced-order Crank-Nicolson finite volume element extrapolating algorithm for 2D Sobolev equations (Q1997028) (← links)
• Time-discretization schema for a semilinear pseudo-parabolic equation with integral conditions (Q2010252) (← links)
• Error analysis of the reduced RBF model based on POD method for time-fractional partial differential equations (Q2200066) (← links)
• POD-(H)DG method for incompressible flow simulations (Q2210653) (← links)
• A reduced-order finite volume element formulation based on POD method and numerical simulation for two-dimensional solute transport problems (Q2227345) (← links)
• A reduced-order SMFVE extrapolation algorithm based on POD technique and CN method for the non-stationary Navier-Stokes equations (Q2260223) (← links)
• A POD-based reduced-order TSCFE extrapolation iterative format for two-dimensional heat equations (Q2342484) (← links)
• A reduced-order FVE extrapolation algorithm based on proper orthogonal decomposition technique and its error analysis for Sobolev equation (Q2352142) (← links)
• A reduced-order extrapolation algorithm based on CNLSMFE formulation and POD technique for two-dimensional Sobolev equations (Q2514960) (← links)
• Improving the accuracy of SOD for modal parameters estimation of damped systems (Q2516691) (← links)
• Proper orthogonal decomposition closure models for fluid flows: Burgers equation (Q2815667) (← links)
• An optimizing implicit difference scheme based on proper orthogonal decomposition for the two-dimensional unsaturated soil water flow equation (Q2884034) (← links)
• A dual-weighted trust-region adaptive POD 4-D var applied to a finite-volume shallow water equations model on the sphere (Q2893575) (← links)
• A reduced stabilized mixed finite element formulation based on proper orthogonal decomposition for the non-stationary Navier-Stokes equations (Q2894803) (← links)
• NUMERICAL SOLUTIONS OF BURGERS EQUATION BY REDUCED-ORDER MODELING BASED ON PSEUDO-SPECTRAL COLLOCATION METHOD (Q3192924) (← links)
• (Q5074971) (← links)
• A reduced Galerkin finite element formulation based on proper orthogonal decomposition for the generalized KDV-RLW-Rosenau equation (Q6142199) (← links)