Tutorial: Multi-Species Lattice Boltzmann Models and Applications
Tutorial: Multi-Species Lattice Boltzmann Models and Applications
Tutorial: Multi-Species Lattice Boltzmann Models and Applications
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Validation <strong>and</strong> simple applications<br />
Update<strong>Lattice</strong>Data loop with variable transformation<br />
do k=0,8,1<br />
do s=1,species,1<br />
call EquilibriumDistribution(...,feq(:))<br />
lambda(s)=...;<br />
TRANSFORMATION f(:,s) -> g(:,s)<br />
do ik=0,8,1<br />
gc(ik)=g(ik,s)+lambda’(s)*(feq(ik)-g(ik,s));<br />
enddo<br />
g_new(BB(k),s) = gc(BB(k));<br />
enddo<br />
enddo<br />
BACK-TRANSFORMATION g_new(:,s) -> f_new(:,s)<br />
COMPUTE CONSERVED MOMENTS<br />
SOLVE LINEAR SYSTEM FOR NON-CONSERVED MOMENTS<br />
Pietro Asinari, PhD (Politecnico di Torino) <strong>Multi</strong>-<strong>Species</strong> LB <strong>Models</strong> Rome, Italy, on July 5-9, 2010 35 / 51
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