Quality Criteria for Large Eddy Simulation - Turbulence Mechanics ...
Quality Criteria for Large Eddy Simulation - Turbulence Mechanics ...
Quality Criteria for Large Eddy Simulation - Turbulence Mechanics ...
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CHAPTER 2. LITERATURE REVIEW 16<br />
that this objective was ambitious and could not be attained without a con-<br />
current proposal <strong>for</strong> channelling sufficient resources towards it. With this in<br />
mind, the Special Interest Group (SIG) on <strong>Quality</strong> and Trust in the Industrial<br />
Application of Computational Fluid Dynamics was <strong>for</strong>mally inaugurated in<br />
October 1997.<br />
This SIG sought to produce CFD Application Guidance Procedures to<br />
in<strong>for</strong>m users how to per<strong>for</strong>m quality assessments <strong>for</strong> a range of industrial<br />
flows and how to interpret the results with trust. A step-wise approach was<br />
undertaken and the following key tasks were involved therein.<br />
1. Construction of a categorisation of the fundamental flows underlying<br />
industrial applications.<br />
2. Identification of well studied cases covering the categorisation.<br />
3. Establishing a quality set of CFD computations <strong>for</strong> each test case.<br />
4. Assembling best practices and application guidelines <strong>for</strong> each test case.<br />
5. Issuing CFD application guidance procedures.<br />
In spite of all these ef<strong>for</strong>ts, no standard method <strong>for</strong> evaluating numer-<br />
ical uncertainty is currently accepted by the CFD community. However,<br />
the a<strong>for</strong>ementioned guidelines or policy statements <strong>for</strong> accuracy of numerical<br />
computations do provide techniques <strong>for</strong> the same. Estimation of the error<br />
is, <strong>for</strong> most nontrivial fluid flow problems, an a posteriori estimation. Sys-<br />
tematic grid-convergence studies are the most common, most straight<strong>for</strong>ward<br />
and arguably the most reliable technique <strong>for</strong> the quantification of numerical<br />
uncertainty.