ISBN-13: 9783639113440 / Angielski / Miękka / 2009 / 128 str.
ISBN-13: 9783639113440 / Angielski / Miękka / 2009 / 128 str.
Computational fluid dynamics (CFD) is beingextensively used to study physics of complex flowphenomena and to improve engineering designs.However, the degree of acceptance of CFD results isstill largely dependent on confidence building viacomparison with experiments. The so-called numericaluncertainty (or error) arising from a CFD simulationcan be due to a variety of error sources. The textcovers these numerical error related aspects with anemphasis on the discretization error in regard withits theoretical background and the commonly usedmethods for identification and estimation. A novelapproach, named error transport equation (ETE) methodis formulated, aiming at developing a generalizedalgorithm that can be used in conjunction with CFDcodes to quantify the discretization error in aselected process variable such as velocity andtemperature. It is demonstrated via verificationagainst exact solutions that the ETE technique is aviable tool for quantifying mesh size related errorson a single grid computation. The intended readers ofthis book are researchers and engineers who areinterested in the uncertainty topic and particularlythe error quantification methods.