Pages that link to "Item:Q2706426"

The following pages link to Strong stability-preserving high-order time discretization methods (Q2706426):

Displaying 50 items.

• A novel well-balanced numerical model for water-solute mixture underflows coupled with ambient water (Q6570874) (← links)
• High-resolution boundary variation diminishing scheme for two-phase compressible flow with cavitation and evaporation (Q6572181) (← links)
• On immiscibility preservation conditions of material interfaces in the generic five-equation model (Q6572196) (← links)
• A linear low effort stabilization method for the Euler equations using discontinuous Galerkin methods (Q6574157) (← links)
• High-order curvilinear Lagrangian finite element methods for shallow water hydrodynamics (Q6574205) (← links)
• \(\hat{A}\)- and \(\hat{I}\)-stability of Runge-Kutta collocation methods (Q6577591) (← links)
• Finite-volume TENO scheme with a new cell-interface flux evaluation strategy for unstructured meshes (Q6584811) (← links)
• Numerical solutions of the nonlinear wave equations with energy-preserving sixth-order finite difference schemes (Q6585342) (← links)
• Discretization of Boltzmann equation with finite volume method and explicit-implicit schemes (Q6587428) (← links)
• GQL-based bound-preserving and locally divergence-free central discontinuous Galerkin schemes for relativistic magnetohydrodynamics (Q6589869) (← links)
• An absolutely convergent fixed-point fast sweeping WENO method on triangular meshes for steady state of hyperbolic conservation laws (Q6589879) (← links)
• Energy-conserving discontinuous Galerkin methods for the Vlasov-Ampère system with Dougherty-Fokker-Planck collision operator (Q6589885) (← links)
• The conduit equation: hyperbolic approximation and generalized Riemann problem (Q6589900) (← links)
• Spectral Jacobi approximations for Boussinesq systems (Q6590504) (← links)
• An adaptive mesh refinement method based on a characteristic-compression embedded shock wave indicator for high-speed flows (Q6590565) (← links)
• Stabilizing discontinuous Galerkin methods using Dafermos' entropy rate criterion. II: Systems of conservation laws and entropy inequality predictors (Q6592264) (← links)
• Sixth-order perturbed WENO interpolation-based AWENO and WCNS-E schemes for hyperbolic conservation laws (Q6592465) (← links)
• Multi-step Hermite-Birkhoff predictor-corrector schemes (Q6593441) (← links)
• Revisting high-resolution schemes with van Albada slope limiter (Q6593784) (← links)
• New high-order numerical methods for hyperbolic systems of nonlinear PDEs with uncertainties (Q6593789) (← links)
• Weakly compressible two-layer shallow-water flows along channels (Q6594658) (← links)
• A new provably stable weighted state redistribution algorithm (Q6598502) (← links)
• A high-order discontinuous Galerkin method for one-fluid two-temperature Euler non-equilibrium hydrodynamics (Q6604514) (← links)
• A conservative a-posteriori time-limiting procedure in Quinpi schemes (Q6613482) (← links)
• Simulating partial differential equations with neural networks (Q6613539) (← links)
• Model adaptation for hyperbolic balance laws (Q6613542) (← links)
• An entropic kinetic scheme with compactly supported velocities (Q6613573) (← links)
• Flux globalization-based well-balanced path-conservative central-upwind scheme for two-dimensional two-layer thermal rotating shallow water equations (Q6614979) (← links)
• Cost-efficient finite-volume high-order schemes for compressible magnetohydrodynamics (Q6614993) (← links)
• Steady-state simulation of Euler equations by the discontinuous Galerkin method with the hybrid limiter (Q6614994) (← links)
• Oscillation-free implicit pressure explicit concentration discontinuous Galerkin methods for compressible miscible displacements with applications in viscous fingering (Q6615011) (← links)
• High order conservative finite difference WENO scheme for three-temperature radiation hydrodynamics (Q6615032) (← links)
• Locally divergence-free well-balanced path-conservative central-upwind schemes for rotating shallow water MHD (Q6615703) (← links)
• A regularized-interface method as a unified formulation for simulations of high-pressure multiphase flows (Q6615710) (← links)
• Low-dissipation central-upwind schemes for compressible multifluids (Q6615711) (← links)
• A convergent finite-volume scheme for the diffusive compressible Euler model -- resolved and under-resolved flows (Q6615718) (← links)
• A fully well-balanced hydrodynamic reconstruction (Q6617242) (← links)
• DoD stabilization for higher-order advection in two dimensions (Q6620248) (← links)
• A new class of very-high-order finite difference TENO schemes with discontinuity-resolving property for compressible Euler equations (Q6620382) (← links)
• Bound-preserving framework for central-upwind schemes for general hyperbolic conservation laws (Q6623707) (← links)
• Second order divergence constraint preserving entropy stable finite difference schemes for ideal two-fluid plasma flow equations (Q6629225) (← links)
• Sixth-order compact differencing with staggered boundary schemes and \(3(2)\) Bogacki-Shampine pairs for pricing free-boundary options (Q6631815) (← links)
• SLERP-TVDRK (STVDRK) methods for ordinary differential equations on spheres (Q6635790) (← links)
• A new approach for designing well-balanced schemes for the shallow water equations: a combination of conservative and primitive formulations (Q6638204) (← links)
• High-order reliable numerical methods for epidemic models with non-constant recruitment rate (Q6638817) (← links)
• Performance analysis of speculative parallel adaptive local timestepping for conservation laws (Q6638923) (← links)
• A family of TENOA-THINC-MOOD schemes based on diffuse-interface method for compressible multiphase flows (Q6639289) (← links)
• A novel finite-difference converged ENO scheme for steady-state simulations of Euler equations (Q6639304) (← links)
• High-order accurate positivity-preserving and well-balanced discontinuous Galerkin schemes for ten-moment Gaussian closure equations with source terms (Q6639364) (← links)
• A multifidelity machine learning based semi-Lagrangian finite volume scheme for linear transport equations and the nonlinear Vlasov-Poisson system (Q6644357) (← links)