rhs subroutine for onestep case
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@ -463,6 +463,46 @@
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END SUBROUTINE RK4
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!------------------------------------------------------------------------
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SUBROUTINE fonestep(r1,f)
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REAL, INTENT(IN),DIMENSION(:,:) :: r1
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REAL, INTENT(OUT),DIMENSION(:,:) :: f
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REAL, DIMENSION(nsp,nx) :: ux, dux, d2ux
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INTEGER :: i,j,k
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REAL :: wrate,Ly,Dy,Lt,Dt
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REAL :: wrate1, wrate2
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! x-direction
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DO i=1,nx
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ux(1,i)=r1(i,1) ! Y
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ux(2,i)=r1(i,2) ! T
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ENDDO
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CALL dfnonp(nx,hx,ux(:,:),dux(:,:),nsp,1)
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CALL d2fnonp(nx,hx,ux(:,:),d2ux(:,:),nsp,1)
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DO i=1,nx
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wrate=rate_1step(ux(1,i), ux(2,i))
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! - u*dY/dx + D*d2Y/d2x
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f(i,1) = - ( u(i)*dux(1,i) ) + (diff) * d2ux(1,i) - wrate
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! - u*dY/dx + D*d2Y/d2x
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f(i,2) = - ( u(i)*dux(2,i) ) + (diff) * d2ux(2,i) + wrate
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! Boundary conditions
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IF (i.eq.nx) THEN
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f(nx,1) = -wrate1 - u(nx)*dux(1,nx)
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f(nx,2) = wrate1 - u(nx)*dux(2,nx)
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ENDIF
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ENDDO
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! Boundary conditions
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f(1,1)=0.
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f(1,2)=0.
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END SUBROUTINE fonestep
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SUBROUTINE fns(r1,f)
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REAL, INTENT(IN),DIMENSION(:,:) :: r1
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REAL, INTENT(OUT),DIMENSION(:,:) :: f
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