SCHEMES: Simplify symmetry preserving in riemann_hd_iso_kepes().
Signed-off-by: Grzegorz Kowal <grzegorz@amuncode.org>
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@ -1144,10 +1144,10 @@ module schemes
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real(kind=8), dimension(:,:), intent(out) :: fi
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integer :: i
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real(kind=8) :: v2l, v2r
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real(kind=8) :: v2l, v2r, cs
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real(kind=8) :: dnl, dna, vxa, vya, vza
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real(kind=8), dimension(nf) :: v, lm, tm, dm
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real(kind=8), dimension(nf) :: v, lm, tm
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logical , save :: first = .true.
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real(kind=8), dimension(4,4), save :: rm
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@ -1185,7 +1185,9 @@ module schemes
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v(ivy) = qr(ivy,i) - ql(ivy,i)
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v(ivz) = qr(ivz,i) - ql(ivz,i)
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lm(:) = [ vxa + csnd, vxa, vxa, vxa - csnd ]
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cs = sign(csnd, vxa)
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lm(:) = [ vxa + cs, vxa, vxa, vxa - cs ]
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tm(1) = 5.0d-01 * dnl / csnd2
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tm(2) = dnl
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@ -1200,14 +1202,7 @@ module schemes
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fi(imy,i) = fi(idn,i) * vya
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fi(imz,i) = fi(idn,i) * vza
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dm = (abs(lm) * tm) * matmul(v, rm)
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if (vxa >= 0.0d+00) then
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dm = matmul(rm , dm )
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else
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dm = matmul(rm(:,nf:1:-1), dm(nf:1:-1))
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end if
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fi(:,i) = fi(:,i) - 5.0d-01 * dm(:)
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fi(:,i) = fi(:,i) - 5.0d-01 * matmul(rm, (abs(lm) * tm) * matmul(v, rm))
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end do
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