Pages that link to "Item:Q913602"
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The following pages link to The behavior of flux difference splitting schemes near slowly moving shock waves (Q913602):
Displaying 43 items.
- Steady discrete shocks of high-order RBC schemes (Q348044) (← links)
- A comparison of SPH schemes for the compressible Euler equations (Q348332) (← links)
- A flux splitting method for the Euler equations (Q349669) (← links)
- A numerical study of postshock oscillations in slowly moving shock waves (Q597317) (← links)
- The mass-damped Riemann problem and the aerodynamic surface force calculation for an accelerating body (Q676321) (← links)
- An investigation of the internal structure of shock profiles for shock capturing schemes (Q869520) (← links)
- Behavior of viscous solutions in Lagrangian formulation (Q975125) (← links)
- A numerical method for systems of conservation laws of mixed type admitting hyperbolic flux splitting (Q1195450) (← links)
- Projection dynamics in Godunov-type schemes (Q1286938) (← links)
- Flux difference splittings and limiters for the resolution of contact discontinuities (Q1344013) (← links)
- Correction of conservative Euler solvers for gas mixtures (Q1357362) (← links)
- Computations of slowly moving shocks (Q1368172) (← links)
- SPH and Riemann solvers (Q1371986) (← links)
- A low-diffusion flux-splitting scheme for Navier-Stokes calculations (Q1373149) (← links)
- A subgrid-scale deconvolution approach for shock capturing (Q1601534) (← links)
- A nonlinear flux split method for hyperbolic conservation laws (Q1604434) (← links)
- Entropy-based viscous regularization for the multi-dimensional Euler equations in low-Mach and transonic flows (Q1645890) (← links)
- A new class of high-order methods for fluid dynamics simulations using Gaussian process modeling: one-dimensional case (Q1668731) (← links)
- Overcoming numerical shockwave anomalies using energy balanced numerical schemes. Application to the shallow water equations with discontinuous topography (Q1686466) (← links)
- The piecewise cubic method (PCM) for computational fluid dynamics (Q1686586) (← links)
- Artificial viscosity in Godunov-type schemes to cure the carbuncle phenomenon (Q1692022) (← links)
- Capturing shock reflections: An improved flux formula (Q1913778) (← links)
- The effects of numerical viscosities. I: Slowly moving shocks (Q1924701) (← links)
- A note on the effect of artificial viscosity on solutions of conservation laws (Q1924830) (← links)
- Efficient implementation of high order unstructured WENO schemes for cavitating flows (Q2016164) (← links)
- A domain decomposition technique for small amplitude wave interactions with shock waves (Q2124342) (← links)
- Simplified artificial viscosity approach for curing the shock instability (Q2245280) (← links)
- Improved Riemann solvers for an accurate resolution of 1D and 2D shock profiles with application to hydraulic jumps (Q2314325) (← links)
- Robust HLL-type Riemann solver capable of resolving contact discontinuity (Q2361863) (← links)
- Flux splitting schemes for the Euler equations (Q2361978) (← links)
- On a new defect of shock-capturing methods (Q2476873) (← links)
- A sequel to AUSM II: AUSM\(^+\)-up for all speeds (Q2490277) (← links)
- A shock-capturing SPH scheme based on adaptive kernel estimation (Q2576294) (← links)
- Dissipative mechanism in Godunov-type schemes (Q2755467) (← links)
- Entropy Traces in Lagrangian and Eulerian Calculations (Q2822358) (← links)
- Healing of shock instability for Roe's flux-difference splitting scheme on triangular meshes (Q3596543) (← links)
- Maximum Principle on the Entropy and Second-Order Kinetic Schemes (Q4286590) (← links)
- A modified multidimensional dissipation technique for AUSM<sup>+</sup>on triangular grids (Q5072277) (← links)
- The Two-Jacobian Scheme for Systems of Conservation Laws (Q5169997) (← links)
- A review and comparative study of upwing biased schemes for compressible flow computation. I: 1-D first-order schemes (Q5936358) (← links)
- A level-set algorithm for tracking discontinuities in hyperbolic conservation laws. I: Scalar equations (Q5937911) (← links)
- Transmission of a slowly moving shock across a nonconservative interface (Q5951788) (← links)
- A skewed kernel approach for the simulation of shocks using SPH (Q6557405) (← links)