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Confused about how these variables are used1 Attachment(s)
Hello everybody,
I have downloaded a 2d simple euler fvm solver from http://code.google.com/p/cybo/. When I try to read the code, I come across some several variables qs1,qs2,fs,alpha,dfs, and can't figure out their meanings. Is alpha a factor of diffusion? The paper wrote by the author is not so clear, and he don't reply my email. I hope you can explain to me in more detailed way. Here is part of the program that I got confused. The following attachment is a zip package of the code. The relevant paper by the author is too large and you can download it from http://code.google.com/p/cybo/downlo...o.pdf&can=2&q= SUBROUTINE get_flux(flux) USE euler USE mesh USE inputs, ONLY: gamma,mach IMPLICIT NONE DOUBLE PRECISION, DIMENSION(4,numpts), INTENT(INOUT) :: flux DOUBLE PRECISION, DIMENSION(numpts) :: div DOUBLE PRECISION, DIMENSION(4) :: fs,dfs,norm INTEGER :: i,n1,n2,t1,t2 INTEGER :: bc,e DOUBLE PRECISION :: dx,dy,qs1,qs2,alpha,c1,c2,len,u1,u2,v1,v2 !! Routine to get the flux (residual) for each cell volume !! T1 Diagram of how the edge flux is used !! /\ to update the total flux of T1 and T2. !! / \ !! Tri 1 / \ !! / \ !! N1/__Edge__\N2 !! \ / !! \ / !! Tri 2 \ / !! \ / !! \/ !! T2 ! Loop over the interior edges to get the flux balance of ! corresponding nodes div = 0.0 !CALL get_div(div) DO i=1,size(inter) !对内边循环 t1 = edg(1,inter(i)) ! Node 1 of tri 1 n1 = edg(2,inter(i)) ! Node 2 of tri 1/ node 1 of edge t2 = edg(3,inter(i)) ! Node 1 of tri 2 n2 = edg(4,inter(i)) ! Node 2 of tri 2/ node 2 of edge dx = x(n1) - x(n2) ! Get dx for edge dy = y(n1) - y(n2) ! Get dy for edge qs1 = (rhou(n1)*dy - rhov(n1)*dx)/rho(n1) ! Reused in flux qs2 = (rhou(n2)*dy - rhov(n2)*dx)/rho(n2) ! Reused in flux fs(1) = .5d0*(qs1*rho(n1) + qs2*rho(n2)) fs(2) = .5d0*(qs1*rhou(n1) + qs2*rhou(n2)) + .5d0*(p(n1) + p(n2))*dy fs(3) = .5d0*(qs1*rhov(n1) + qs2*rhov(n2)) - .5d0*(p(n1) + p(n2))*dx fs(4) = .5d0*(qs1*(rhoE(n1)+p(n1)) + qs2*(rhoE(n2)+p(n2))) ! Add scalar diffusion c1 = sqrt( p(n1)*gamma/rho(n1)) !棱边两端的声速 c2 = sqrt( p(n2)*gamma/rho(n2)) !棱边两端的声速 dx = x(t2) - x(t1) ! Get dx for edge dy = y(t2) - y(t1) ! Get dy for edge len = sqrt(dx**2 + dy**2) alpha = ( abs(qs1 + qs2)/2.0d0/len + (c1 + c2)/2.0d0 ) * len dfs = - alpha/2.0d0*(w(1:4,n1)-w(1:4,n2)) ! Add edge fluxes up for each T point flux(:,t1) = flux(:,t1) - fs / area(t1) flux(:,t2) = flux(:,t2) + fs / area(t2) ! Add diffusive fluxes for each N point flux(:,n1) = flux(:,n1) - dfs / area(n1) flux(:,n2) = flux(:,n2) + dfs / area(n2) END DO ! Some loop over the boundary edges ..... END SUBROUTINE |

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