Curvature‐compensated convective transport: SMART, A new boundedness‐ preserving transport algorithm

Roache P. J., 1976, Computational Fluid Dynamics

Richtmyer R. D., 1967, Difference Methods for Initial‐Value Problems

10.1016/0045-7825(79)90034-3

B. P.Leonard ‘A survey of finite differences of opinion on numerical muddling of incomprehensible defective confusion equation’ paper in ASME Applied Mechanics Division Winter Annual Meeting 1979.

R. K.Agarwal ‘A third‐ordcr‐accurate upwind scheme for Navier‐Stokcs solution at high Reynolds numbers’ Paper No. AIAA‐81‐0112 AIAA 19th Aerospace Science Meeting St. Louis 1982.

B. P.Leonard ‘Adjusted quadratic upstream algorithms for transient incompressible convection’ AIAA‐ J. 226–233(1979).

10.1016/0021-9991(85)90188-3

P. H.GaskellandA. K. C.Lau ‘An efficient solution strategy for use with high‐order discretization schemes’ Report No. T40 Department of Mechanical Engineering University of Leeds 1986.

10.1016/0045-7825(76)90058-X

S. A.Syed A. D.GosmanandM.Peric ‘Assessment of discretization schemes to reduce numerical diffusion in the calculation of complex flows’ Paper No. AIAA‐85‐0441 AIAA 23rd Aerospace Science Meeting Reno January1985.

P. H.GaskellandA. K. C.Lau ‘An assessment of direct stress modelling for elliptic turbulent flows with the aid of a non‐diffusive boundedness preserving discretization scheme’ Proc. 5th int. Conf. on Numerical Methods in Laminar and Turbulent Flow Montreal 1987.

P. H.GaskellandN. G.Wright ‘Multigrids applied to an efficient fully coupled solution technique for recirculating fluid flow problems’ Proc. IMA Conf. on the Simulation and Optimisation of Large Systems Reading 1986.

10.2514/3.60623