http://imechanica.org/node/3535 Comments for "could you please give me a reference about multiscale fluid mechanics?" en http://imechanica.org/node/3535#comment-8277 <p> <font size="3">My friend is developing a software for industry to model a machineusing this method. you can call me in this regard. </font> </p> <p> <font size="3">RoozbehSanaei@Yahoo.com</font> </p> <p> &nbsp; </p> <br class="clear" /> Fri, 18 Jul 2008 12:45:10 -0400 RoozbehSanaei comment 8277 at http://imechanica.org http://imechanica.org/node/3535#comment-8276 <p> <strong><a href="http://en.wikipedia.org/wiki/Lattice_Boltzmann_methods"><em>Lattice<br /> Boltzmann methods</em> - Wikipedia, the free encyclopedia</a></strong> </p> <p> <a href="http://doi.ieeecs.org/10.1109/5992.963425">Applying the Lattice<br /> Boltzmann Equation to <strong>Multiscale Fluid </strong>Problems</a> - <a href="http://scholar.google.com.sg/scholar?hl=en&amp;lr=&amp;cluster=7510994565996743753">all<br /> 11 versions &raquo;</a><br /> S Succi, O Filippova, G Smith, E Kaxiras - 2001 -<br /> doi.ieeecs.org<br /> Vol. 3No. 6; NOVEMBER/DECEMBER 2001, pp. 26-37. Applying the<br /> Lattice Boltzmann<br /> Equation to <strong>Multiscale</strong> <strong>Fluid</strong> Problems Sauro<br /> Succi <strong>...</strong> </p> <p> <a href="http://arjournals.annualreviews.org/doi/abs/10.1146/annurev.fluid.30.1.329">LATTICE<br /> BOLTZMANN METHOD FOR <strong>FLUID </strong>FLOWS</a> - <a href="http://scholar.google.com.sg/scholar?hl=en&amp;lr=&amp;cluster=13758276235319493242">all<br /> 11 versions &raquo;</a><br /> S Chen, GD Doolen - Annual Reviews in <strong>Fluid<br /> Mechanics</strong>, 1998 - Annual Reviews<br /> <strong>...</strong> Full Text Annual Review of<br /> <strong>Fluid</strong> <strong>Mechanics</strong> Vol <strong>...</strong> that the macroscopic dynamics of<br /> a<br /> <strong>fluid</strong> is the <strong>...</strong> the nonlinear macroscopic advection through<br /> <strong>multi</strong>-<strong>scale</strong> expansions <strong>...</strong> </p> <p> <a href="http://www.springerlink.com/index/J488773521N82016.pdf">Asymptotic<br /> adaptive methods for multi-scale problems in <strong>fluid mechanics</strong></a> - <a href="http://scholar.google.com.sg/scholar?hl=en&amp;lr=&amp;cluster=10405966125533509834">all<br /> 6 versions &raquo;</a><br /> R Klein, N Botta, T Schneider, CD Munz, S Roller, &hellip; -<br /> Journal of Engineering Mathematics, 2001 - Springer<br /> <strong>...</strong> Page 3.<br /> Asymptotic adaptive methods for <strong>multi</strong>-<strong>scale</strong> problems in<br /> <strong>fluid</strong> <strong>mechanics</strong><br /> 263 <strong>...</strong> Asymptotic adaptive methods for<br /> <strong>multi</strong>-<strong>scale</strong> problems in <strong>fluid</strong> <strong>mechanics</strong> 265<br /> <strong>...</strong> </p> <p> <a href="http://link.aip.org/link/?PHFLE6/13/505/1">The <strong>multiscale<br /> </strong>formulation of large eddy simulation: Decay of homogeneous isotropic<br /> turbulence</a> - <a href="http://scholar.google.com.sg/scholar?hl=en&amp;lr=&amp;cluster=1288961716610244468">all<br /> 4 versions &raquo;</a><br /> TJR Hughes, L Mazzei, AA Oberai, AA Wray - Physics of<br /> Fluids, 2001 - link.aip.org<br /> <strong>...</strong> and JB Quincy, &ldquo;The variational<br /> <strong>multiscale</strong> method: A paradigm for computational<br /> <strong>mechanics</strong>,&rdquo;<br /> Comput. <strong>...</strong> TA Zang, Spectral Methods in <strong>Fluid</strong> Dynamics (Springer<br /> <strong>...</strong> </p> <p> <a href="http://doi.ieeecs.org/10.1109/5992.963425">Applying the Lattice<br /> Boltzmann Equation to <strong>Multiscale Fluid </strong>Problems</a> - <a href="http://scholar.google.com.sg/scholar?hl=en&amp;lr=&amp;cluster=7510994565996743753">all<br /> 11 versions &raquo;</a><br /> S Succi, O Filippova, G Smith, E Kaxiras - 2001 -<br /> doi.ieeecs.org<br /> <strong>...</strong> We thank Achi Brandt for discussions on<br /> mathematical aspects of <strong>multiscale</strong> methods<br /> and Howard Stone for<br /> discussions on the physics of fluids <strong>...</strong> <strong>Fluid</strong> <strong>Mechanics</strong>,<br /> vol <strong>...</strong> </p> <p> <a href="http://arjournals.annualreviews.org/doi/pdf/10.1146/annurev.fluid.37.061903.175753"><strong>MULTISCALE<br /> </strong>FLOW SIMULATIONS USING PARTICLES</a> - <a href="http://scholar.google.com.sg/scholar?hl=en&amp;lr=&amp;cluster=10477903263247616733">all<br /> 7 versions &raquo;</a><br /> P Koumoutsakos - Annual Review of <strong>Fluid Mechanics</strong>,<br /> 2005 - Annual Reviews<br /> <strong>...</strong> Extensive reviews of nanoscale <strong>fluid</strong><br /> <strong>mechanics</strong> can be found <strong>...</strong> or dynamic problems,<br /> such as<br /> <strong>fluid</strong> flows in <strong>...</strong> FOR MOLECULAR DYNAMICS In <strong>multiscale</strong><br /> simulations, the <strong>...</strong> </p> <p> <a href="http://pdf.aiaa.org/GetFileGoogle.cfm?gID=10042&amp;gTable=japaperimportPre97"><strong>Multiscale<br /> </strong>model for turbulent flows</a> - <a href="http://scholar.google.com.sg/scholar?hl=en&amp;lr=&amp;cluster=14741373191156677689">all<br /> 6 versions &raquo;</a><br /> D WILCOX - AIAA Journal, 1988 - pdf.aiaa.org<br /> <strong>...</strong><br /> the <strong>multiscale</strong> model, it is instructive to first summarize the complete<br /> set of<br /> equations that constitute the model. For general compressible<br /> turbulent <strong>fluid</strong> <strong>...</strong> </p> <br class="clear" /> Fri, 18 Jul 2008 12:37:58 -0400 RoozbehSanaei comment 8276 at http://imechanica.org http://imechanica.org/node/3535 <p>could you please give me a reference about multiscale fluid mechanics?</p> <br class="clear" /> http://imechanica.org/node/3535#comments Fluid mechanics multiscale Fri, 18 Jul 2008 11:08:05 -0400 Mahmood Kasra 3535 at http://imechanica.org