From 88dfc99c9bcdb1c40eb455b6ce6b3c3c3429ac56 Mon Sep 17 00:00:00 2001 From: Marc Fehr Date: Fri, 16 Oct 2026 15:32:19 +0200 Subject: [PATCH] test: open boundaries with DB and one namelist per line in the test inputs slcf_masks.fds and slcf_partial.fds had `&VENT MB='XMIN' ... / &VENT MB='XMAX' ... /` on one line; FDS reads only the first namelist of a line, so the +x boundary was never open. With several meshes, MB also applies the vent to the faces of every mesh rather than the domain (FDS User Guide), as in wall_005.fds with its 24 meshes, where FDS then wrote boundary data on the faces between meshes. All three now use DB, one vent per line; trailing whitespace in wall_005.fds is removed. slcf_masks and slcf_partial are rerun with FDS 6.11.1; the obstruction mask tests, including the comparisons with Smokeview, pass unchanged, as the masks depend on the geometry only. The boundary example is rerun as well; its plots are unchanged, and the notebook no longer mentions the faces between meshes. The stored FDS 6.8 output in bndf_data is kept as it is. Co-Authored-By: Claude Opus 5.5 --- examples/bndf/boundary.ipynb | 9 ++++----- examples/bndf/fds_data/wall_005.fds | 18 +++++++++--------- tests/cases/fds_inputs/slcf_masks.fds | 5 +++-- tests/cases/fds_inputs/slcf_partial.fds | 5 +++-- tests/cases/fds_inputs/wall_005.fds | 18 +++++++++--------- tests/cases/slcf_masks_fds611.tgz | 4 ++-- tests/cases/slcf_partial_fds611.tgz | 4 ++-- 7 files changed, 32 insertions(+), 31 deletions(-) diff --git a/examples/bndf/boundary.ipynb b/examples/bndf/boundary.ipynb index c7023a4f..090f4ff4 100644 --- a/examples/bndf/boundary.ipynb +++ b/examples/bndf/boundary.ipynb @@ -134,7 +134,7 @@ "outputs": [ { "data": { - "image/png": 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" ] @@ -175,7 +175,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -207,9 +207,8 @@ "ground = walls[3] # faces +z: (time, x, y)\n", "```\n", "\n", - "In this example these data only hold the ambient temperature: they lie below the obstruction\n", - "`Boden` or on faces between meshes. The input sets its open boundaries with `MB`, which applies\n", - "to the faces of every mesh; `DB` would apply them to the domain only (see the FDS User Guide)." + "In this example these data only hold the ambient temperature: they lie on the floor of the domain,\n", + "below the obstruction `Boden`." ] }, { diff --git a/examples/bndf/fds_data/wall_005.fds b/examples/bndf/fds_data/wall_005.fds index d60aa8f0..ba371d11 100644 --- a/examples/bndf/fds_data/wall_005.fds +++ b/examples/bndf/fds_data/wall_005.fds @@ -12,12 +12,12 @@ /&MISC RESTART=.TRUE./ -&VENT MB='XMIN', SURF_ID='OPEN'/ -&VENT MB='XMAX', SURF_ID='OPEN'/ -&VENT MB='YMIN', SURF_ID='OPEN'/ -&VENT MB='YMAX', SURF_ID='OPEN'/ -&VENT MB='ZMIN', SURF_ID='OPEN'/ -&VENT MB='ZMAX', SURF_ID='OPEN'/ +&VENT DB='XMIN', SURF_ID='OPEN'/ +&VENT DB='XMAX', SURF_ID='OPEN'/ +&VENT DB='YMIN', SURF_ID='OPEN'/ +&VENT DB='YMAX', SURF_ID='OPEN'/ +&VENT DB='ZMIN', SURF_ID='OPEN'/ +&VENT DB='ZMAX', SURF_ID='OPEN'/ &SURF ID='wall', MATL_ID='Stahlbeton',THICKNESS=0.08, BACKING="EXPOSED"/ @@ -38,7 +38,7 @@ &OBST ID='Golf_brandfläche' XB= -0.3,1.1,0.4,1.7,0.4,0.45 / -/Brand +/Brand &SPEC ID='PUR', LUMPED_COMPONENT_ONLY=.FALSE., FORMULA='C4.837353H7.917138N0.427652O1.745690' / &SPEC ID='OXYGEN', LUMPED_COMPONENT_ONLY=.TRUE., FORMULA='C0.000H0.000O2.000N0.000Cl0.000' / &SPEC ID='HCN', LUMPED_COMPONENT_ONLY=.TRUE., FORMULA='C1.000H1.000O0.000N1.000Cl0.000' / @@ -72,7 +72,7 @@ SPEC_ID(4)='CARBON DIOXIDE', VOLUME_FRACTION(4)=2.194841, SPEC_ID(5)='WATER VAPOR', VOLUME_FRACTION(5)=3.653950, SPEC_ID(6)='NITROGEN', VOLUME_FRACTION(6)=15.346936, - SPEC_ID(7)='SOOT', VOLUME_FRACTION(7)=0.483967, + SPEC_ID(7)='SOOT', VOLUME_FRACTION(7)=0.483967, SPEC_ID(8)='BENZENE', VOLUME_FRACTION(8)=0.022844, SPEC_ID(9)='BENZONITRILE', VOLUME_FRACTION(9)=0.008317, SPEC_ID(10)='BIPHENYL', VOLUME_FRACTION(10)=0.000334, @@ -82,7 +82,7 @@ SPEC_ID(14)='NAPHTHALENE-1-CARBONITRILE', VOLUME_FRACTION(14)=0.000995, SPEC_ID(15)='STYRENE', VOLUME_FRACTION(15)=0.002278, SPEC_ID(16)='TOLUENE', VOLUME_FRACTION(16)=0.002920, - SPEC_ID(17)='XYLENE', VOLUME_FRACTION(17)=0.000123/ + SPEC_ID(17)='XYLENE', VOLUME_FRACTION(17)=0.000123/ &VENT XB=-0.3,1.1,0.4,1.7,0.45,0.45 SURF_ID='Brandfläche'/ diff --git a/tests/cases/fds_inputs/slcf_masks.fds b/tests/cases/fds_inputs/slcf_masks.fds index 4365b62a..06f998b6 100644 --- a/tests/cases/fds_inputs/slcf_masks.fds +++ b/tests/cases/fds_inputs/slcf_masks.fds @@ -8,8 +8,9 @@ &SURF ID='FIRE', HRRPUA=1000.0 / &VENT XB=0.1,1.9,0.1,0.9,0.0,0.0, SURF_ID='FIRE' / &VENT XB=0.1,0.4,1.1,1.9,0.0,0.0, SURF_ID='FIRE' / -&VENT MB='XMIN', SURF_ID='OPEN' / &VENT MB='XMAX', SURF_ID='OPEN' / -&VENT MB='ZMAX', SURF_ID='OPEN' / +&VENT DB='XMIN', SURF_ID='OPEN' / +&VENT DB='XMAX', SURF_ID='OPEN' / +&VENT DB='ZMAX', SURF_ID='OPEN' / Inside one mesh, across the mesh boundary, and up to the outside of the domain &OBST ID='Box', XB=0.3,0.7,0.3,0.6,0.2,0.6 / diff --git a/tests/cases/fds_inputs/slcf_partial.fds b/tests/cases/fds_inputs/slcf_partial.fds index eb0304f7..ca366aac 100644 --- a/tests/cases/fds_inputs/slcf_partial.fds +++ b/tests/cases/fds_inputs/slcf_partial.fds @@ -11,8 +11,9 @@ &OBST ID='Coarse', XB=2.4,2.8,0.4,0.6,0.0,0.6 / &VENT XB=1.2,1.4,0.4,0.6,0.0,0.0, SURF_ID='FIRE' / &OBST ID='Front', XB=-0.6,-0.2,0.4,0.6,0.0,0.6 / -&VENT MB='XMIN', SURF_ID='OPEN' / &VENT MB='XMAX', SURF_ID='OPEN' / -&VENT MB='ZMAX', SURF_ID='OPEN' / +&VENT DB='XMIN', SURF_ID='OPEN' / +&VENT DB='XMAX', SURF_ID='OPEN' / +&VENT DB='ZMAX', SURF_ID='OPEN' / full reference slices &SLCF PBZ=0.4, QUANTITY='TEMPERATURE' / diff --git a/tests/cases/fds_inputs/wall_005.fds b/tests/cases/fds_inputs/wall_005.fds index d60aa8f0..ba371d11 100644 --- a/tests/cases/fds_inputs/wall_005.fds +++ b/tests/cases/fds_inputs/wall_005.fds @@ -12,12 +12,12 @@ /&MISC RESTART=.TRUE./ -&VENT MB='XMIN', SURF_ID='OPEN'/ -&VENT MB='XMAX', SURF_ID='OPEN'/ -&VENT MB='YMIN', SURF_ID='OPEN'/ -&VENT MB='YMAX', SURF_ID='OPEN'/ -&VENT MB='ZMIN', SURF_ID='OPEN'/ -&VENT MB='ZMAX', SURF_ID='OPEN'/ +&VENT DB='XMIN', SURF_ID='OPEN'/ +&VENT DB='XMAX', SURF_ID='OPEN'/ +&VENT DB='YMIN', SURF_ID='OPEN'/ +&VENT DB='YMAX', SURF_ID='OPEN'/ +&VENT DB='ZMIN', SURF_ID='OPEN'/ +&VENT DB='ZMAX', SURF_ID='OPEN'/ &SURF ID='wall', MATL_ID='Stahlbeton',THICKNESS=0.08, BACKING="EXPOSED"/ @@ -38,7 +38,7 @@ &OBST ID='Golf_brandfläche' XB= -0.3,1.1,0.4,1.7,0.4,0.45 / -/Brand +/Brand &SPEC ID='PUR', LUMPED_COMPONENT_ONLY=.FALSE., FORMULA='C4.837353H7.917138N0.427652O1.745690' / &SPEC ID='OXYGEN', LUMPED_COMPONENT_ONLY=.TRUE., FORMULA='C0.000H0.000O2.000N0.000Cl0.000' / &SPEC ID='HCN', LUMPED_COMPONENT_ONLY=.TRUE., FORMULA='C1.000H1.000O0.000N1.000Cl0.000' / @@ -72,7 +72,7 @@ SPEC_ID(4)='CARBON DIOXIDE', VOLUME_FRACTION(4)=2.194841, SPEC_ID(5)='WATER VAPOR', VOLUME_FRACTION(5)=3.653950, SPEC_ID(6)='NITROGEN', VOLUME_FRACTION(6)=15.346936, - SPEC_ID(7)='SOOT', VOLUME_FRACTION(7)=0.483967, + SPEC_ID(7)='SOOT', VOLUME_FRACTION(7)=0.483967, SPEC_ID(8)='BENZENE', VOLUME_FRACTION(8)=0.022844, SPEC_ID(9)='BENZONITRILE', VOLUME_FRACTION(9)=0.008317, SPEC_ID(10)='BIPHENYL', VOLUME_FRACTION(10)=0.000334, @@ -82,7 +82,7 @@ SPEC_ID(14)='NAPHTHALENE-1-CARBONITRILE', VOLUME_FRACTION(14)=0.000995, SPEC_ID(15)='STYRENE', VOLUME_FRACTION(15)=0.002278, SPEC_ID(16)='TOLUENE', VOLUME_FRACTION(16)=0.002920, - SPEC_ID(17)='XYLENE', VOLUME_FRACTION(17)=0.000123/ + SPEC_ID(17)='XYLENE', VOLUME_FRACTION(17)=0.000123/ &VENT XB=-0.3,1.1,0.4,1.7,0.45,0.45 SURF_ID='Brandfläche'/ diff --git a/tests/cases/slcf_masks_fds611.tgz b/tests/cases/slcf_masks_fds611.tgz index 262fbd5c..d47369f4 100644 --- a/tests/cases/slcf_masks_fds611.tgz +++ b/tests/cases/slcf_masks_fds611.tgz @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:13e9f6a34b6d6bc09d230902fb1b4a42da64b22546c4c00fe5f3c39030b32719 -size 193980 +oid sha256:85f194307300ffe3b21aa9aec018f937f4afac167a967054c2874d1437b5c4c6 +size 191803 diff --git a/tests/cases/slcf_partial_fds611.tgz b/tests/cases/slcf_partial_fds611.tgz index 90946827..e95f6bea 100644 --- a/tests/cases/slcf_partial_fds611.tgz +++ b/tests/cases/slcf_partial_fds611.tgz @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:b4c222a4e3856af40bedc78562c55b708c62fb61db01e7ca6445820e7e37d554 -size 145376 +oid sha256:380a3885d9d9c9159d850ebeccf940e94b7c1b445b59d9bba8a93c862b1ba2d3 +size 145046