Hybrid Methods in Engineering
Publicado 4 números por año
ISSN Imprimir: 1099-2391
ISSN En Línea: 2641-7359
ON THE COMPUTATIONAL PERFORMANCE OF GENERALIZED INTEGRAL TRANSFORM SOLUTIONS
Volumen 1,
Edición 4, 1999,
10 pages
DOI: 10.1615/HybMethEng.v1.i4.20
SINOPSIS
Integral transform solutions of convective-diffusive problems are examined and some computational enhancements are analyzed, in connection with the one-dimensional viscous Burgers equation with a periodic initial condition. The drastic influence of quadratures on the final numerical cost is established and guidelines on the extension of the optimizations to more involved situations are presented. A numerical experiment leading the solution of a viscous Burguers equation toward its inviscid (hyperbolic) counterpart is also performed.
269 Vistas de artículos
3 Descargas de artículos
Métrica
Artículos con contenido similar:
Último edicion
ANALYTICAL MODEL FOR ENVIRONMENTAL IMPACT OF SOLID WASTE DISPOSAL FROM ELECTRICITY GENERATION
CALIBRATION AND VERIFICATION OF THE SACRAMENTO SOIL MOISTURE MODEL ON THE SAN FRANCISQUITO CREEK WATERSHED
ANALYSIS OF THE EFFECT OF THERMAL OUTFALL ON A DOWNSTREAM ATOMIC POWER STATION
HYBRID SOLUTIONS FOR CONTAMINANT TRANSPORT IN FRACTURED POROUS MEDIA
DISPERSION PARAMETERIZATION APPLIED TO STRONG CONVECTION: LOW SOURCES CASE
COMPARISON OF THEORETICAL AND NUMERICAL ADVECTION-DIFFUSION MODELS FOR ESTIMATION OF SO2 CONCENTRATIONS
A MATHEMATICAL MODEL FOR THE DECAYING ENERGY DENSITY SPECTRUM IN A CONVECTIVE BOUNDARY LAYER: ISOTROPIC CASE