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Explanation of the workbook More information:

http://www.dmu.dk/International/Air/Models/Background/MUST

Contents of this workbook

This Excel file contains sheets with short descriptions of model runs ('Group_and_Model') as well as Contact:

sheets with more detailed information ('Info_...'), derived from questionnaries on Geometry, Boundary Helge R. Olesen (hro@dmu.dk)

conditions, Physical parameters and Numerical Parameters.

The sheets are (besides this explanation):

Short descriptions:

Flow0_Group_and_model

Flow45_Group_and_model

Dispersion_CFD_Group_and_model

Log of changes

Dispersion_non_Group_and_model (concerns non-CFD models)

Details: Version Date Comment

Info_Flow0 ver1_001 11/28/2008 First public version of the workbook with model descriptions

Info_Flow45 ver1_002 12/5/2008 Name of Adrea run corrected.

Info_Disp

Info_Disp_nonCFD



Versions of the workbook

The first public version of the present workbook was released in November 2008 under the name

Description_ver1_001.xls.

Leading to the public version there was a series of versions, released internally in the COST 732 group.

0 degree flow case. Short description c31ca3c1-0699-4a66-bc89-761c976ee739.xls ! Flow0_Group_and_model 11/17/2011







OK to put

Boundary Physical Numerical

Run_ID Short Name Contact person INSTITUTION Model name, version Comments Geometry Run status on public Run date

conditions parameters parameters

web site?



K(eep) or P(ublic) or

V(ariation) - K I(nternal)

for most official

version(s) of

First name Last Name Email Department , University e.g FLUENT, CFD runs

Fl00_001 MISKAM_Ketzel Matthias Ketzel mke@dmu.dk NERI Denmark MISKAM vers. 5.01 Fine grid 4.4 Mio cells, 0.5m resolution within K P 14 Jan 2007

the building array, top boundary at 100m,

roughness 2cm everywhere on ground. A bug

in the procedure for wall boundary cond. can

lead to incorrect results close to walls. This

bug occurs in MISKAM v 5.0x

Show Show Show Show

Fl00_002 MISKAMcoarse_Ketzel Matthias Ketzel mke@dmu.dk NERI Denmark MISKAM vers. 5.01 Coarse grid, 2.2 Mio cells, 1m resolution V P 05 Dec 2006

within the buildings array, top boundary at

100m, roughness 2cm everywhere on ground

Show Show Show Show

Fl00_003 MISKAMcoarse20layer_Ketzel Matthias Ketzel mke@dmu.dk NERI Denmark MISKAM vers. 5.01 Coarse grid 1.5 Mio cells, 1m resolution within V P 04 Dec 2006

the building array, top boundary at 20m,

roughness 2cm everywhere on ground Show Show Show Show

Fl00_004 MISKAM1mres_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid MISKAM vers. 5.01 1 m res. Grid V P 01 Mar 2007

Mechanics, BME Hungary Show Show Show Show

Fl00_005 MISKAM08mres_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid MISKAM vers. 5.01 0.8 m res. Grid V P 01 Mar 2007

Mechanics, BME Hungary Show Show Show Show

Fl00_006 MISKAM05mres_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid MISKAM vers. 5.01 0.5 m res. Grid K P 01 Mar 2007

Mechanics, BME Hungary Show Show Show Show

Fl00_007 MISKAM_ZAMG Erwin Polreich erwin.polreich@zamg.ac.at ZAMG Austria MISKAM vers. 5.02 1m horizontal resolution. 10cm roughness. Show Show Show Show March 08(?)

Fl00_008 FLUENTske_DiSabatino Silvana Di Sabatino Riccardo Buccolieri silvana.disabatino@unile.it Dipartimento di Scienza dei FLUENT vers. 6.2.16 Turbulence model: standard k-epsilon; Lateral K P 13 Feb 2007

Materiali, University of and top boundary conditions: symmetry.

Salento, Lecce (Italy) Structured hexa mesh (~1.300.000 cells)

Show Show Show Show

Fl00_009 FLUENTrsm_DiSabatino Silvana Di Sabatino Riccardo Buccolieri silvana.disabatino@unile.it Dipartimento di Scienza dei FLUENT vers. 6.2.16 Turbulence model: RSMl; Lateral and top K P 13 Feb 2007

Materiali, University of boundary conditions: symmetry. Structured

Salento, Lecce (Italy) hexa mesh (~1.300.000 cells) Show Show Show Show

Fl00_010 FLUENTskeBCsym_Santiago Jose Luis Santiago jl.santiago@ciemat.es CIEMAT Spain FLUENT vers. 6.2.16 Turbulence model: standard k-epsilon; Lateral K P 13 Feb 2007

and top boundary conditions: symmetry

Show Show Show Show

Fl00_011 FLUENTskeBCwall_Santiago Jose Luis Santiago jl.santiago@ciemat.es CIEMAT Spain FLUENT vers. 6.2.16 Turbulence model: standard k-epsilon; Lateral V P 13 Feb 2007

and top boundary conditions: wall Show Show Show Show

Fl00_012 FLUENTrkeBCsym_Santiago Jose Luis Santiago jl.santiago@ciemat.es CIEMAT Spain FLUENT vers. 6.2.16 Turbulence model: Realizable k-epsilon; V P 13 Feb 2007

Lateral and top boundary conditions:

symmetry Show Show Show Show

Fl00_013 ADREA_Bartzis John Bartzis bartzis@uowm.gr Department of Engineering ADREA version 2, CFD Cartesian coordinate system with hexahedral K P 19 Nov 2007

and Management of Energy cells

Resources University of West

Macedonia Greece Show Show Show Show

Fl00_014 STAR_CD_Bartzis John Bartzis bartzis@uowm.gr Department of Engineering STAR-CD vers. 3.2, CFD Cartesian coordinate system with hexahedral K P 13 Feb 2007

and Management of Energy cells

Resources University of West

Macedonia Greece Show Show Show Show

Fl00_015 STAR_CD_doublegrid_Bartzis John Bartzis bartzis@uowm.gr Department of Engineering STAR-CD vers. 3.2, CFD Cartesian coordinate system with hexahedral K P 13 Feb 2007

and Management of Energy cells double grid in direction y

Resources University of West

Macedonia Greece Show Show Show Show

Fl00_016 Fluent_mskesp_Franke Jöerg Franke franke@ift.mb.uni-siegen.de IFT, University Siegen FLUENT V 6.2.16 medium grid, inflow bcs from periodic K P 05 Oct 2007

conditions, fixed values at top Show Show Show Show

Fl00_017 Fluent_mskespudf_Franke Jöerg Franke franke@ift.mb.uni-siegen.de IFT, University Siegen FLUENT V 6.2.16 medium grid, inflow bcs from Richards & K P 05 Oct 2007

Hoxey, fixed values at top Show Show Show Show

Fl00_018 Fluent_mskespudftsym_Franke Jöerg Franke franke@ift.mb.uni-siegen.de IFT, University Siegen FLUENT V 6.2.16 medium grid, inflow bcs from Richards & K P 07 Oct 2007

Hoxey, symmetry at top Show Show Show Show

Fl00_019 FluentFS1_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid Fluent 6.3.26 coarse grid (1.5 million cells) k-e V P 21 Nov 2007

Mechanics, BME Hungary realizable, non-equilibrium wall treatment,

single precision, Second Order Upwind, Full

Scale, Uref = 1 m/s Show Show Show Show

Fl00_020 FluentFS10_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid Fluent 6.3.26 coarse grid (1.5 million cells) k-e K P 21 Nov 2007

Mechanics, BME Hungary realizable, non-equilibrium wall treatment,

single precision, Second Order Upwind, Full

Scale, Uref = 10 m/s Show Show Show Show

Fl00_023 FINFLO_Hellsten Antti Hellsten antti.hellsten@tkk.fi Laboratory of Aerodynamics, FINFLO, CFD ?? K P 20 Feb 2007

Helsinki University of

Technology Show Show Show Show

Fl00_024 MITRAS2-10oC_Schluenzen Heinke Schlünzen heinke.schluenzen@zmaw.de Mi Uni Hamburg MITRAS Vers 2.2 fine grid, without Coriolisforce Show Show Show Show K P 02 Apr 2007

Fl00_026 CFX-unstr-ke_Fotios Fotios Barmpas fotisb@aix.meng.auth.gr AUTh, LHTEE, Greece CFX 5.7.1 Unstructuctured mesh, 1e-4 max. residuals K P 20 May 2007

conv. Criterion, Standard k-e Show Show Show Show

0 degree flow case. Short description c31ca3c1-0699-4a66-bc89-761c976ee739.xls ! Flow0_Group_and_model 11/17/2011







OK to put

Boundary Physical Numerical

Run_ID Short Name Contact person INSTITUTION Model name, version Comments Geometry Run status on public Run date

conditions parameters parameters

web site?



Fl00_027 CFX-str-ke_Fotios Fotios Barmpas fotisb@aix.meng.auth.gr AUTh, LHTEE, Greece CFX 5.7.1 Structured hexa mesh, 1e-4 max. residuals K P 20 May 2007

conv. Criterion, Standard k-e Show Show Show Show

Fl00_028 CFX-str-sst_Fotios Fotios Barmpas fotisb@aix.meng.auth.gr AUTh, LHTEE, Greece CFX 5.7.1 Structured hexa mesh, 1e-4 max. residuals K P 20 May 2007

conv. Criterion, k-ω Shear Stress Transport

(SST) Show Show Show Show

Fl00_029 CFX-str-ssg_Fotios Fotios Barmpas fotisb@aix.meng.auth.gr AUTh, LHTEE, Greece CFX 5.7.1 Structured hexa mesh, 1e-4 max. residuals K P 20 May 2007

conv. Criterion, SSG Reynold stress model Show Show Show Show

Fl00_030 CFX-unstr-ke_final_Fotios Fotios Barmpas fotisb@aix.meng.auth.gr AUTh, LHTEE, Greece CFX 5.7.1 Unstructuctured fine mesh, 1e-4 max. K P 29 May 2007

residuals conv. Criterion, Standard k-e Show Show Show Show

Fl00_031 STARCD_coarse_Brzozowski Krzysztof Brzozowski kbrzozowski@ath.bielsko.pl University of Bielsko-Biala, StarCD v. 3.26 Coarse grid, II order UpWind scheme, 1e-3 as V P June 2007

Poland conv. criterion, standard k-e, Wall cond. at

lateral boundaries Show Show Show Show

Fl00_032 STARCD_medium_Brzozowski Krzysztof Brzozowski kbrzozowski@ath.bielsko.pl University of Bielsko-Biala, StarCD v. 3.26 Medium grid, II order UpWind scheme, 1e-3 V P June 2007

Poland as conv. criterion, standard k-e, Wall cond. at

lateral boundaries Show Show Show Show

Fl00_033 STARCD_fine_Brzozowski Krzysztof Brzozowski kbrzozowski@ath.bielsko.pl University of Bielsko-Biala, StarCD v. 3.26 Fine grid, II order UpWind scheme, 1e-3 as K P June 2007

Poland conv. criterion, standard k-e, Wall cond. at

lateral boundaries Show Show Show Show

Fl00_034 M2UE_Nuterman_Baklanov Alexander Baklanov alb@dmi.dk DMI Denmark TSU vers. 1.0 coarse grid, II order MLU UpWind scheme, K P 29 Jun 2007

turbulence model: standard k-e, submitted

June 11 Show Show Show Show

Fl00_037 LASAT_ZAMG Erwin Polreich erwin.polreich@zamg.ac.at ZAMG Austria LASAT v2.14 diagnostic windfield Show Show Show Show K P - but not CFD

Fl00_038 Code_Saturne Bertrand Carissimo carissim@cerea.enpc.fr CEREA, Université Paris Est Code_Saturne 1.3.2 unstructured, finite volume 22-may-08

Open Source : retd.edf.fr/code_saturne

CGNS grid by J. Franke Show Show Show Show K P

-45 degree flow case. Short description c31ca3c1-0699-4a66-bc89-761c976ee739.xls ! Flow45_Group_and_model 11/17/2011









OK to put

Boundary Physical Numerical

Run_ID Short Name Contact person INSTITUTION Model name, version Comments Geometry Run status on public Run date

conditions parameters pararmeters

web site?



K(eep) or

V(ariation) -

K for most

official

version(s) of P(ublic) or

First name - Last Name Email Department , University e.g FLUENT, CFD runs I(nternal)



Fl45_001 MISKAM_Ketzel Matthias Ketzel mke@dmu.dk NERI Denmark MISKAM vers. 5.01 Fine grid 4.4 Mio cells, 0.5m resolution V P 22 Apr 2007

within the building array, top boundary at

100m, roughness 2cm everywhere on

ground. A bug in the procedure for wall

boundary cond. can lead to incorrect results

close to walls. This bug occurs in MISKAM

v 5.0x Show Show Show Show

Fl45_002 MISKAM_Ketzel_varRoughness Matthias Ketzel mke@dmu.dk NERI Denmark MISKAM vers. 5.01 fine grid 4.4 Mio cells, 0.5m resolution within K P 18 Jun 2007

the building array, top boundary at 100m,

roughness 0.2 cm within turntable,

otherwise 1 cm Show Show Show Show

Fl45_003 Miskam1mres_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid MISKAM vers. 5.01 1 m res. Grid V P Mar 07

Mechanics, BME Hungary Show Show Show Show

Fl45_004 Miskam08mres_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid MISKAM vers. 5.01 0.8 m res. Grid V P Mar 07

Mechanics, BME Hungary Show Show Show Show

Fl45_005 Miskam05mres_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid MISKAM vers. 5.01 0.5 m res. Grid K P Mar 07

Mechanics, BME Hungary Show Show Show Show

Fl45_006 MISKAM_ZAMG Erwin Polreich erwin.polreich@zamg.ac.at ZAMG Austria MISKAM vers. 5.02 1 m horizontal resolution. Roughness 10cm. K P 18 Jun 2008

Show Show Show Show

Fl45_007 FLUENT_Santiago Jose Luis Santiago jl.santiago@ciemat.es CIEMAT Spain FLUENT vers. 6.2.16 Turbulence model: standard k-epsilon; K P

Lateral and top boundary conditions:

symmetry. Mesh- Joerg Franke Show Show Show Show

Fl45_008 FLUENTske_DiSabatino Silvana Di Sabatino silvana.disabatino@unile.it Dipartimento di Scienza dei FLUENT vers. 6.2.16 Turbulence model: standard k-epsilon; K P 30 Mar 2007

Materiali, University of Lateral and top boundary conditions:

Salento, Lecce (Italy) symmetry. Structured hexa mesh

(~1.300.000 cells) Show Show Show Show

Fl45_009 Fluent_mrotskespudf_Franke Joerg Franke joerg.franke@uni-siegen.de IFT, Uni-Siegen, Germany FLUENT vers. 6.2.16 inflow rotated, inflow profiles from RH, fixed K P 02 Nov 2007

values at top, medium grid Show Show Show Show

Fl45_010 Fluent_mskesp_Franke Joerg Franke joerg.franke@uni-siegen.de IFT, Uni-Siegen, Germany FLUENT vers. 6.2.16 buildings rotated, inflow from periodic K P 08 Oct 2007

simulation, fixed values at top, medium grid

Show Show Show Show

Fl45_011 Fluent_mskespudf_Franke Joerg Franke joerg.franke@uni-siegen.de IFT, Uni-Siegen, Germany FLUENT vers. 6.2.16 buildings rotated, inflow from RH, fixed K P 08 Oct 2007

values at top, medium grid Show Show Show Show

Fl45_012 Fluent_mskespudftsym_Franke Joerg Franke joerg.franke@uni-siegen.de IFT, Uni-Siegen, Germany FLUENT vers. 6.2.16 buildings rotated, inflow from RH, symmetry K P 08 Oct 2007

at top, medium grid Show Show Show Show

Fl45_013 Fluent_ke_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid Fluent 6.3.26 k-e modell K P Nov 07

Mechanics, BME Hungary Show Show Show Show

Fl45_014 Fluent_RSM_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid Fluent 6.3.26 RSM modell (v'w'=u'w') K P Nov 07

Mechanics, BME Hungary Show Show Show Show

Fl45_015 STAR_CD_Bartzis John Bartzis bartzis@uowm.gr Department of Engineering STAR-CD vers. 3.22, CFD The computational grid was sent by Joerg K P June 07

and Management of Energy Franke, University of Siegen. Total number

Resources University of West of cells: 1,862,200

Macedonia Greece Show Show Show Show

Fl45_016 CFX-unstr-ke_fine_Fotios Fotios Barmpas fotis@aix.meng.auth.gr AUTH LHTEE CFX vers 5.7.1 unstructured grid, 5.5 million cells, K P July 07

corrected inflow BCs Show Show Show Show

Fl45_017 FINFLO_Hellsten1 Antti Hellsten antti.hellsten@fmi.fi TKK Finland FINFLO, CFD fine grid 3,600,000 cells Show Show Show Show K P June 07

Fl45_018 FINFLO_Hellsten2 Antti Hellsten antti.hellsten@fmi.fi TKK Finland FINFLO, CFD medium grid 450,000 cells Show Show Show Show K P June 07

Fl45_019 FINFLO_Hellsten3 Antti Hellsten antti.hellsten@fmi.fi TKK Finland FINFLO, CFD coarse grid 56,000 cells Show Show Show Show K P June 07

Fl45_020 M2UE_Nuterman_Baklanov Alexander Baklanov alb@dmi.dk DMI Denmark M2UE vers. 1.0 coarse grid 1.5 Mio cells, II order MLU K P 29 Jun 2007

upwind scheme, turbulence model:

standard k-e Show Show Show Show

Fl45_021 VADIS_Costa_2m Ana Margarida Costa amcosta@ua.pt UAVR Portugal VADIS, CFD coarse grid 459 375 cells Show Show Show Show V P Feb 08

Fl45_022 VADIS_Costa_1m Ana Margarida Costa amcosta@ua.pt UAVR Portugal VADIS, CFD Fine grid 3 675 000 cells Show Show Show Show V P Feb 08

Fl45_023 VADIS_Costa_0_5m Ana Margarida Costa amcosta@ua.pt UAVR Portugal VADIS, CFD Fine grid 29 400 000 cells Show Show Show Show K P Feb 08

Fl45_024 STARCD_coarse_Brzozowski Krzysztof Brzozowski kbrzozowski@ath.bielsko.pl University of Bielsko-Biala, StarCD v. 3.26 Coarse grid (about 0.5 M cells), II order V P June 07

Poland UpWind scheme, 1e-3 as conv. criterion,

standard k-e, Wall cond. at lateral

boundaries Show Show Show Show

Fl45_025 STARCD_medium_Brzozowski Krzysztof Brzozowski kbrzozowski@ath.bielsko.pl University of Bielsko-Biala, StarCD v. 3.26 Medium grid (about 1 M cells), II order V P June 07

Poland UpWind scheme, 1e-3 as conv. criterion,

standard k-e, Wall cond. at lateral

boundaries Show Show Show Show

Fl45_026 STARCD_fine_Brzozowski Krzysztof Brzozowski kbrzozowski@ath.bielsko.pl University of Bielsko-Biala, StarCD v. 3.26 Fine grid (more than 1.5 M cells), II order K P June 07

Poland UpWind scheme, 1e-3 as conv. criterion,

standard k-e, Wall cond. at lateral

boundaries Show Show Show Show

Fl45_027 ADREA_Bartzis John Bartzis bartzis@uowm.gr Department of Engineering ADREA Version 2 Cartesian coordinate system with K P October 07

and Management of Energy hexahedral cells

Resources University of West

Macedonia Greece Show Show Show Show

Fl45_028 LASAT_ZAMG Erwin Polreich k.baumann-stanzer@zamg.ac.at ZAMG Austria LASAT v2.14 particle diffusion model caluclation based on K 16-may-2008

P - but not CFD

a diagnostic windfield with rotated

coordinate system Show Show Show Show

Fl45_029 Code_Saturne Bertrand Carissimo carissim@cerea.enpc.fr CEREA, Université Paris Est Code_Saturne 1.3.2 unstructured, finite volume 22-may-2008

Open Source : retd.edf.fr/code_saturne

CGNS grid by J. Franke Show Show Show Show K P

-45 degree dispersion case. Short description c31ca3c1-0699-4a66-bc89-761c976ee739.xls ! Dispersion_CFD_Group_and_model 11/17/2011







OK to put

Boundary Physical Numerical Source

Run_ID Short Name Contact person INSTITUTION Model name, version Comments Geometry Run status on public Run date

conditions parameters parameters treatment

web site?

First name - Last Name Email Department , University e.g FLUENT, CFD K(eep) or

V(ariation) -

K for most

official

version(s) P(ublic) or

of runs I(nternal)



Disp_001 MISKAM_Ketzel Matthias Ketzel mke@dmu.dk NERI Denmark MISKAM vers. 5.01 Fine grid 4.4 Mio cells, roughness 2 cm V P 30 May 2007

everywhere on ground Show Show Show Show Show

Disp_002 MISKAM_Ketzel_varRoughness Matthias Ketzel mke@dmu.dk NERI Denmark MISKAM vers. 5.01 Roughness 0.2 cm within turntable, K P 18 Jun 2007

otherwise 1 cm Show Show Show Show Show

Disp_003 MISKAM1mres_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid Mechanics, BME MISKAM vers. 5.01 1 m res. Grid V P Mar 07

Hungary Show Show Show Show Show

Disp_004 MISKAM08mres_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid Mechanics, BME MISKAM vers. 5.01 0.8 m res. Grid V P Mar 07

Hungary Show Show Show Show Show

Disp_005 MISKAM05mres_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid Mechanics, BME MISKAM vers. 5.01 0.5 m res. Grid K P Mar 07

Hungary Show Show Show Show Show

Disp_006 MISKAM_ZAMG Erwin Polreich erwin.polreich@zamg.ac.at ZAMG Austria MISKAM vers. 5.02 1m horizontal resolution. 10cm K P 18 Jun 2008

roughness. Show Show Show Show Show

Disp_007 Fluent_ke_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid Mechanics, BME Fluent6.3.26 1.5 mio, k-e, Uref=10 m/s K P Nov 07

Hungary Show Show Show Show Show

Disp_008 Fluent_RSM_Goricsan Istvan Goricsan goricsan@ara.bme.hu Department of Fluid Mechanics, BME Fluent6.3.26 RSM (v'w'=u'w') K P Nov 07

Hungary Show Show Show Show Show

Disp_009 FLUENTske_DiSabatino Silvana Di Sabatino Riccardo Buccolieri silvana.disabatino@unile.it Dipartimento di Scienza dei Materiali, FLUENT vers. 6.2.16 Turbulence model: standard k-epsilon; K P 03 Oct 2007

University of Salento, Lecce (Italy) Lateral and top boundary conditions:

symmetry. Structured hexa mesh

(~1.300.000 cells) Show Show Show Show Show

Disp_010 FLUENT_Santiago Jose Luis Santiago jl.santiago@ciemat.es CIEMAT Spain FLUENT vers. 6.2.16 Turbulence model: standard k-epsilon; K P

Lateral and top boundary conditions:

symmetry. Mesh- Joerg Franke Show Show Show Show Show

Disp_011 Fluent_mskespudf_Franke Joerg Franke joerg.franke@uni-siegen.de IFT, Uni-Siegen, Germany FLUENT vers. 6.2.16 buildings rotated, inflow from RH, fixed K P 08 Oct 2007

values at top, medium grid Show Show Show Show Show

Disp_012 CFX-unstr-ke_fine_Fotios Fotios Barmpas fotisb@aix.meng.auth.gr AUTh LHTEE CFX vers.5.7.1 unstructured grid, 5.5 million cells, area K P October 07

source, corrected inflow BCs Show Show Show Show Show

Disp_013 FINFLO_Hellsten1 Antti Hellsten antti.hellsten@fmi.fi TKK Finland FINFLO, CFD fine grid 3,600,000 cells Show Show Show Show Show K P June 07

Disp_014 FINFLO_Hellsten2 Antti Hellsten antti.hellsten@fmi.fi TKK Finland FINFLO, CFD medium grid 450,000 cells Show Show Show Show Show K P June 07

Disp_015 FINFLO_Hellsten3 Antti Hellsten antti.hellsten@fmi.fi TKK Finland FINFLO, CFD coarse grid 56,000 cells Show Show Show Show Show K P June 07

Disp_016 M2UE_Nuterman_Baklanov Alexander Baklanov alb@dmi.dk DMI Denmark M2UE vers. 1.0 coarse grid 1.5 Mio cells, II order MLU K P 29 Jun 2007

upwind scheme, turbulence model:

standard k-e. Show Show Show Show Show

Disp_017 VADIS_Costa_2m Ana Margarida Costa amcosta@ua.pt UAVR Portugal VADIS, CFD coarse grid 459 375 cells Show Show Show Show Show V P Feb 08

Disp_018 VADIS_Costa_1m Ana Margarida Costa amcosta@ua.pt UAVR Portugal VADIS, CFD fine grid 3 675 000 cells Show Show Show Show Show V P Feb 08

Disp_019 VADIS_Costa_0_5m Ana Margarida Costa amcosta@ua.pt UAVR Portugal VADIS, CFD finest grid 29 400 000 cells Show Show Show Show Show K P Feb 08

Disp_020 STARCD_fine_Brzozowski Krzysztof Brzozowski kbrzozowski@ath.bielsko.pl University of Bielsko-Biala, POLAND StarCD v. 3.26 Fine grid (more than 1.5 M cells), II K P Dec 07

order UpWind scheme, 1e-3 as conv.

criterion, standard k-e, Wall cond. at

lateral boundaries Show Show Show Show Show

Disp_025 ADREA_Bartzis John Bartzis bartzis@uowm.gr Department of Engineering and ADREA Version 2 Cartesian coordinate system with K P October 08

Management of Energy Resources hexahedral cells. Rerun October 2008,

University of West Macedonia Greece Run ID changed from Disp_021 to

Disp_025. Show Show Show Show Show

Disp_022 LASAT_ZAMG Kathrin Baumann-Stanzer k.baumann-stanzer@zamg.ac.at AMG Austria

Z LASAT v2.14 Lagrangian particle dispersion K 16-May-2008

P - but not CFD

calculation based on flow and

turbulence data from a mass-

conserving diagnostic flow model (not a

CFD model) with rotated coordinate

system. Show Show Show Show Show

Disp_023 Code_Saturne Bertrand Carissimo carissim@cerea.enpc.fr CEREA, Université Paris Est Code_Saturne 1.3.2 unstructured, finite volume K P 22-May-2008

Open Source : retd.edf.fr/code_saturne

CGNS grid by J. Franke

Show Show Show Show Show

Disp_024 LASAT_ZAMG_MISKAMwind Kathrin Baumann-Stanzer k.baumann-stanzer@zamg.ac.at AMG Austria

Z LASAT v2.14 Lagrangian particle dispersion K 16-May-2008

P - but not CFD

calculation based on MISKAM wind

fields (MISKAM_ZAMG) Show Show Show Show Show

-45 degree dispersion case. Non-CFD. Short description c31ca3c1-0699-4a66-bc89-761c976ee739.xls ! Dispersion_non_Group_and_model 11/17/2011







OK to put

Run

Run_ID Short Name Contact person INSTITUTION Model name, version Comments Sheet with more info on public Run date

status

web site?



Department , University e.g FLUENT, CFD K(eep) or

V(ariation)

- K for

most

official

version(s) P(ublic) or

First name - Last Name Email of runs I(nternal)



DiNo_001 ESCAPE_FMI Kari Riikonen kari.riikonen@fmi.fi FMI Finland ESCAPE Gaussian Show K P Feb-08

DiNo_002 ADMS_DiSabatino Silvana Di Sabatino Riccardo Buccolieri silvana.disabatino@unile.it Dipartimento di Scienza dei Materiali, ADMS-Urban vers. 2.2, quasi-Gaussian 1) The area occupied by the buildings was replaced with a single

University of Salento, Lecce (Italy) Atmospheric Dispersion Modelling System value of surface roughness z0=0.269m, calculated by morphometric

method (Macdonald et al, 1998)

2) The same z0 as in wind tunnel experiments was used in the area

upwind of the buildings. Show K P Feb-08

DiNo_003 ADMSurban_Marina Marina Neophytou neophytou@ucy.ac.cy University of Cyprus, Engineering School ADMS_Urban Monin Obukhov length: 30m and surface heat flux: 0W/m^2 Show K P feb-08(?)

DiNo_004 ADMS_ZAMG Kathrin Baumann-Stanzer k.baumann-stanzer@zamg.ac.atZAMG, Austria ADMS-Urban v 2.0 NON-CFD (Gaussian modified for convective conditions); simulation Show K P Feb-08

with equivalent buildings

DiNo_005 OML_NERI1 Helge Rørdam Olesen hro@dmu.dk NERI, Denmark OML, Research version Plume model. Zo and u* estimated from vertical wind profile at source Show V P Feb-08

(close to upwind edge of building array), considering only heights

above 5 m. This Zo is not representative for the plume, but included

to illustrate the effect of roughness. Zo=0.037m.

DiNo_006 OML_NERI2 Helge Rørdam Olesen hro@dmu.dk NERI, Denmark OML, Research version Plume model. Zo and u* estimated from vertical wind profile in the Show K P Feb-08

middle of building array), considering only heights above 5 m. This Zo

is representative for the plume. Zo=0.3m.

DiNo_007 CALPUFF_Krajcovicova Jana Krajcovicova jkrajc@gmail.com Air Quality Department, Slovak CALPUFF version 5.711 - Lagrangian puff Show K P Oct-07

Hydrometeorological Institute, Slovakia model using three-dimensional meteorological CALPUFF, simple mode using vertical wind and turbulence profile

fields produced by CALMET diagnostic model; (profile.dat) and surface met. (surface.dat). Profile.dat based on

MUST WT approach flow data and measured turbulence in the

building area;. Z0 = 0.1m has been computed using Lettau formula.

0 degree flow case. Model parameters c31ca3c1-0699-4a66-bc89-761c976ee739.xls ! Info_Flow0 11/17/2011









Run_ID Short Name Geometry Boundary conditions

Total size of Computational domain (in m) Individual geometrical characteristics of the BC within the computational domain in non-dimensional terms (characteristic length, the

average height of the containers Hc with Hc = 2.54 m)

Ground surfaces

Buildings walls

Length Full scale Distance of inlet Distance of outlet Distance of the left Distance of the right

Width (span Distance of top boundary

(stream Height (FS)/Wind tunnel upstream of the downstream of the (direction of the flow) (direction of the flow) Upwind Ground Surface Downwind Ground Surface The buildings area Ground Surface The right hand side lateral plane (the The left hand side lateral plane (the

wise) above the containers

wise) scale (WS) containers array containers array lateral boundary lateral boundary Inlet plane (the x- plane) Outlet plane (the x+ plane) y- plane) y+ plane) The top plane



Fl00_001 MISKAM_Ketzel Rough wall, Zo=2cm, Rough wall, Zo=2cm, Rough wall, Zo=0.2cm,

Rough wall, Zo=2cm, k =u*2/0.3,e =u*3/0.4z1,

314 300 130 FS 24 32 50.8 20 20 k =u*2/0.3,e =u*3/0.4z1, k =u*2/0.3,e =u*3/0.4z1, k =u*2/0.3,e =u*3/0.4y1, d/dx=0 d/dx=0 d/dy=0 d/dy=0 fixed values

u*=0.4V||/ln(z1+Zo/Zo)

u*=0.4V||/ln(z1+Zo/Zo) u*=0.4V||/ln(z1+Zo/Zo) u*=0.4V||/ln(y1+Zo/Zo)

Fl00_002 MISKAMcoarse_Ketzel Rough wall, Zo=2cm, Rough wall, Zo=2cm, Rough wall, Zo=0.2cm,

Rough wall, Zo=2cm, k =u*2/0.3,e =u*3/0.4z1,

314 300 130 FS 24 32 50.8 20 20 k =u*2/0.3,e =u*3/0.4z1, k =u*2/0.3,e =u*3/0.4z1, k =u*2/0.3,e =u*3/0.4y1, d/dx=0 d/dx=0 d/dy=0 d/dy=0 fixed values

u*=0.4V||/ln(z1+Zo/Zo)

u*=0.4V||/ln(z1+Zo/Zo) u*=0.4V||/ln(z1+Zo/Zo) u*=0.4V||/ln(y1+Zo/Zo)

Fl00_003 MISKAMcoarse20layer_Ketzel Rough wall, Zo=2cm, Rough wall, Zo=2cm, Rough wall, Zo=0.2cm,

Rough wall, Zo=2cm, k =u*2/0.3,e =u*3/0.4z1,

314 300 21 FS 24 32 7.2 20 20 k =u*2/0.3,e =u*3/0.4z1, k =u*2/0.3,e =u*3/0.4z1, k =u*2/0.3,e =u*3/0.4y1, d/dx=0 d/dx=0 d/dy=0 d/dy=0 fixed values

u*=0.4V||/ln(z1+Zo/Zo)

u*=0.4V||/ln(z1+Zo/Zo) u*=0.4V||/ln(z1+Zo/Zo) u*=0.4V||/ln(y1+Zo/Zo)

Fl00_004 MISKAM1mres_Goricsan

u, v, w, k, e values are taken from

314 300 21 FS 24 32 7.2 20 20 wall function, rough wall, Zo=0.1m wall function, rough wall, Zo=0.1m wall function, rough wall, Zo=0.1m wall function, rough wall, Zo=0.01m Equilibrium profile with Zo = 1 cm roughness, u = 1 m/s at Zref= 7.29m no flux, d/dx=0 no flux, d/dy=0 no flux, d/dy=0 the top of the inlet profiles, and

kept constant, dp/dz=0



Fl00_005 MISKAM08mres_Goricsan

u, v, w, k, e values are taken from

314 300 130 FS 24 32 50.8 20 20 wall function, rough wall, Zo=0.1m wall function, rough wall, Zo=0.1m wall function, rough wall, Zo=0.1m wall function, rough wall, Zo=0.01m Equilibrium profile with Zo = 1 cm roughness, u = 1 m/s at Zref= 7.29m no flux, d/dx=0 no flux, d/dy=0 no flux, d/dy=0 the top of the inlet profiles, and

kept constant, dp/dz=0



Fl00_006 MISKAM05mres_Goricsan

u, v, w, k, e values are taken from

wall function, rough wall,

314 300 130 FS 24 32 50.8 20 20 wall function, rough wall, Zo=0.02m wall function, rough wall, Zo=0.02m wall function, rough wall, Zo=0.02m Equilibrium profile with Zo = 1 cm roughness, u = 1 m/s at Zref= 7.29m no flux, d/dx=0 no flux, d/dy=0 no flux, d/dy=0 the top of the inlet profiles, and

Zo=0.002m

kept constant, dp/dz=0



Fl00_007 MISKAM_ZAMG velocity components and k-e values

Rough wall, dP/dn = 0, Zo = 0.1m Rough wall, dP/dn = 0, Zo = 0.1m Rough wall, dP/dn = 0, Zo = 0.1m Rough wall, dp/dn = 0, Zo = 0.1m Logarithmic wind profile from Zref, U(Zref), Zo and stability no flux, d/dx=0 are given from the inlet profiles,

dP/dn = 0

Fl00_008 FLUENTske_DiSabatino 3.24 2.93 0.28 WS 6 16 6 4 4 Rough wall, roughness height Ks = Zo x 20 Smooth wall Smooth wall Smooth wall Equilibrium profiles of velocity u, k and epsilon Outflow Symmetry Symmetry Symmetry



Fl00_009 FLUENTrsm_DiSabatino 3.24 2.93 0.28 WS 6 16 6 4 4 Rough wall, roughness height Ks = Zo x 20 Smooth wall Smooth wall Smooth wall Equilibrium profiles of velocity u, k and epsilon Outflow Symmetry Symmetry Symmetry



Fl00_010 FLUENTskeBCsym_Santiago Inflow profiles. Velocity u and TKE from wind tunnel measurements.

Standard wall functions, Zo=0.017m, Standard wall functions, Zo=0.017m, Standard wall functions, Zo=0.017m, Standard wall functions Outflow Symmetry Symmetry Symmetry

For epsilon: epsilon=[ Cm^(3/4)*kinlet^(3/2) ] / k*z

Fl00_011 FLUENTskeBCwall_Santiago Inflow profiles. Velocity u and TKE from wind tunnel measurements.

Standard wall functions, Zo=0.017m, Standard wall functions, Zo=0.017m, Standard wall functions, Zo=0.017m, Standard wall functions Outflow Standard wall functions Standard wall functions Standard wall functions

For epsilon: epsilon=[ Cm^(3/4)*kinlet^(3/2) ] / k*z

Fl00_012 FLUENTrkeBCsym_Santiago Inflow profiles. Velocity u and TKE from wind tunnel measurements.

Standard wall functions, Zo=0.017m, Standard wall functions, Zo=0.017m, Standard wall functions, Zo=0.017m, Standard wall functions Outflow Symmetry Symmetry Symmetry

For epsilon: epsilon=[ Cm^(3/4)*kinlet^(3/2) ] / k*z

Fl00_013 ADREA_Bartzis Rough wall, Standard wall functions, Rough wall, Standard wall functions, Smooth walls, standard wall Inflow profiles. Velocity u and TKE from wind tunnel measurements.

345.7952 345.1668 19.4301 FS 35.046 34.10236 6.65 26.28 31.555 Rough wall, Standard wall functions, Zo=0.017m Inlet-outlet flows Inlet-outlet flows Inlet-outlet flows Symmetry

Zo=0.017m Zo=0.017m functions, Zo = 0.0004m Zref=7.29 m, U(Zref) = 6.5565 m/s

Fl00_014 STAR_CD_Bartzis Rough wall, Standard wall functions, Rough wall, Standard wall functions, Smooth walls, standard wall Inflow profiles. Velocity u and TKE from wind tunnel measurements.

300 314 21.06 FS 23.6 27.6 7.3 26.4 22 Rough wall, Standard wall functions, Zo=0.0165m d/dx=0, Constant (gauge) pressure Symmetry Symmetry Symmetry

Zo=0.0165m Zo=0.0165m functions Zref=7.29 m, U(Zref) = 8.0 m/s

Fl00_015 STAR_CD_doublegrid_Bartzis Rough wall, Standard wall functions, Rough wall, Standard wall functions, Smooth walls, standard wall Inflow profiles. Velocity u and TKE from wind tunnel measurements.

300 314 21.06 FS 23.6 27.6 7.3 26.4 22 Rough wall, Standard wall functions, Zo=0.0165m d/dx=0, Constant (gauge) pressure Symmetry Symmetry Symmetry

Zo=0.0165m Zo=0.0165m functions Zref=7.29 m, U(Zref) = 8.0 m/s

Fl00_016 Fluent_mskesp_Franke Rough wall in the region x 17226.5625 m^2), wall function Smooth wall, wall function approach Smooth wall, wall function approach Smooth wall, wall function approach d/dx=0, Constant (gauge) pressure Smooth wall, wall function approach Smooth wall, wall function approach

shorter domain with periodic boundary conditions in x-direction. quantities from equilibrium profiles,

approach, Zo = 0.0165m

Zo=0.0165m, dP/dz = 0

Fl00_017 Fluent_mskespudf_Franke Rough wall in the region x 17226.5625 m^2), wall function Smooth wall, wall function approach Smooth wall, wall function approach Smooth wall, wall function approach Equilibrium profiles of U, V, W, k, epsilon d/dx=0, Constant (gauge) pressure Smooth wall, wall function approach Smooth wall, wall function approach

quantities from equilibrium profiles,

approach, Zo = 0.0165m

Zo=0.0165m, dP/dz = 0

Fl00_018 Fluent_mskespudftsym_Franke Rough wall in the region x 17226.5625 m^2), wall function Smooth wall, wall function approach Smooth wall, wall function approach Smooth wall, wall function approach Equilibrium profiles of U, V, W, k, epsilon d/dx=0, Constant (gauge) pressure Smooth wall, wall function approach Smooth wall, wall function approach Symmetry

approach, Zo = 0.0165m

Fl00_019 FluentFS1_Goricsan

Rough wall, Zo=0.017m, non-equilibrium wall Rough wall, Zo=0.017m, non- Rough wall, Zo=0.017m, non-equilibrium Smooth walls, standard non- inlet conditions taken from wind tunnel measurements Zref=7.29 m,

314 300 21.06 FS 23 33 7.3 20 20 outflow symmetry symmetry symmetry

function equilibrium wall function wall function equilibrium wall function U(Zref) = 1 m/s





Fl00_020 FluentFS10_Goricsan

Rough wall, Zo=0.017m, non-equilibrium wall Rough wall, Zo=0.017m, non- Rough wall, Zo=0.017m, non-equilibrium Smooth walls, standard non- inlet conditions taken from wind tunnel measurements Zref=7.29 m,

314 300 21.06 FS 23 33 7.3 20 20 outflow symmetry symmetry symmetry

function equilibrium wall function wall function equilibrium wall function U(Zref) = 10 m/s





Fl00_023 FINFLO_Hellsten Smooth walls, Standard wall Smooth walls, Standard wall Smooth walls, Standard wall

314 300 21.06 FS 24 33 7.34 21 22 Rough wall, Zo=0.017m, Standard wall functions Smooth walls, Standard wall functions Smooth walls, Standard wall functions Inlet conditions taken by wind tunnel measurements Pressure given, d^2/dx^2=0 for other variables Pressure given, d^2/dx^2=0 for other variables

functions functions functions

Fl00_024 MITRAS2-10oC_Schluenzen Constant flux, wall function (logarithmic), Zo = Constant flux, wall function Constant flux, wall function (logarithmic), Rough wall, Zo = 0.0004m, Radiation boundary for boundary normal advection upstream, d/dx=0

d/dx=0 (for V, W, TKE, P). U is d/dx=0 (for U, W, TKE, P). V is d/dx=0 (for U, W, TKE, P). V is

Rigid lid with absorbing layers,

calculated with boundary normal calculated with boundary normal calculated with boundary normal

0.017m, dP/dn=0 (logarithmic), Zo = 0.017m, dP/dn=0 Zo = 0.017m, dP/dn=0 dP/dn=0 (for TKE, V, W, P) W=0, d/dz=0 (for U, V)

advective term using upstream advective term using upstream advective term using upstream

Fl00_026 CFX-unstr-ke_Fotios Rough wall, Zo=0.017m, Standard wall Rough wall, Zo=0.017m, Standard wall Smooth walls, Standard wall

314 300 21.06 FS 57.42 84.027 7.08 51.096 50.771 Rough wall, Zo=0.017m, Standard wall functions inlet conditions taken by wind tunnel measurements atmospheric conditions symmetry conditions symmetry conditions symmetry conditions

functions functions functions

Fl00_027 CFX-str-ke_Fotios Rough wall, Zo=0.017m, Standard wall Rough wall, Zo=0.017m, Standard wall Smooth walls, Standard wall

739 420 21.06 FS 142.42 424.027 7.08 111.096 110.771 Rough wall, Zo=0.017m, Standard wall functions inlet conditions taken by wind tunnel measurements atmospheric conditions symmetry conditions symmetry conditions symmetry conditions

functions functions functions

Fl00_028 CFX-str-sst_Fotios

Rough wall, Zo=0.017m, Automatic Rough wall, Zo=0.017m, Automatic wall Smooth walls, Automatic wall

739 420 21.06 FS 142.42 424.027 7.08 111.096 110.771 Rough wall, Zo=0.017m, Automatic wall functions inlet conditions taken by wind tunnel measurements atmospheric conditions symmetry conditions symmetry conditions symmetry conditions

wall functions functions functions



Fl00_029 CFX-str-ssg_Fotios Rough wall, Zo=0.017m, Standard wall Rough wall, Zo=0.017m, Standard wall Smooth walls, Standard wall

739 420 21.06 FS 142.42 424.027 7.08 111.096 110.771 Rough wall, Zo=0.017m, Standard wall functions inlet conditions taken by wind tunnel measurements atmospheric conditions symmetry conditions symmetry conditions symmetry conditions

functions functions functions

Fl00_030 CFX-unstr-ke_final_Fotios Rough wall, Zo=0.017m, Standard wall Rough wall, Zo=0.017m, Standard wall Smooth walls, Standard wall

314 300 21.06 FS 57.42 84.027 7.08 51.096 50.771 Rough wall, Zo=0.017m, Standard wall functions inlet conditions taken by wind tunnel measurements atmospheric conditions symmetry conditions symmetry conditions symmetry conditions

functions functions functions

Fl00_031 STARCD_coarse_Brzozowski Smooth walls, standard wall Inflow profiles for velocity u from wind tunnel measurements and Smooth walls, standard wall Smooth walls, standard wall

Rough wall, Zo = 0.0165m, Standard wall functions Smooth walls, standard wall functions Smooth walls, standard wall functions d/dx=0 symmetry conditions

functions espilon. Constant value for TKE functions functions

Fl00_032 STARCD_medium_Brzozowski Smooth walls, standard wall Inflow profiles for velocity u from wind tunnel measurements and Smooth walls, standard wall Smooth walls, standard wall

Rough wall, Zo = 0.0165m, Standard wall functions Smooth walls, standard wall functions Smooth walls, standard wall functions d/dx=0 symmetry conditions

functions espilon. Constant value for TKE functions functions

Fl00_033 STARCD_fine_Brzozowski Smooth walls, standard wall Inflow profiles for velocity u from wind tunnel measurements and Smooth walls, standard wall Smooth walls, standard wall

Rough wall, Zo = 0.0165m, Standard wall functions Smooth walls, standard wall functions Smooth walls, standard wall functions d/dx=0 symmetry conditions

functions espilon. Constant value for TKE functions functions

Fl00_034 M2UE_Nuterman_Baklanov Simplified Chieng & Launder wall functions (SCL), Simplified Chieng & Launder wall Simplified Chieng & Launder wall functions Simplified Chieng & Launder wall Inflow profile for U, TKE = 1.44 m^2/s^2, epsilon = 0.2 m^2/s^3, Zref = Simplified Chieng & Launder wall Simplified Chieng & Launder wall Simplified Chieng & Launder wall

270 287 21 FS 50 59.5 18.5 50 50 d/dx=0

Zo = 0.017m functions (SCL), Zo = 0.017m (SCL), Zo = 0.017m functions (SCL), Zo = 0.017m 8.78m, U(Zref) = 5.5 m/s functions (SCL), Zo = 0.017m functions (SCL), Zo = 0.017m functions (SCL), Zo = 0.017m

Fl00_037 LASAT_ZAMG Normal components to wall of (U,

No slip U, V, W=0 No slip U, V, W=0 No slip U, V, W=0 Periodic U, V, W Periodic U, V, W Periodic U, V, W Periodic U, V, W Open U,V,W=0

V, W) = 0

Fl00_038 Code_Saturne Rough wall, Zo=0.017m, Standard wall Rough wall, Zo=0.017m, Standard wall Rough wall, Zo=0.017m, Standard

300 314 21.06 FS 24 32 7.2 20 20 Rough wall, Zo=0.017m, Standard wall functions inlet conditions taken by wind tunnel measurements Pressure given, Neumann for other variables

symmetry conditions symmetry conditions symmetry conditions

functions functions wall functions

0 degree flow case. Model parameters c31ca3c1-0699-4a66-bc89-761c976ee739.xls ! Info_Flow0 11/17/2011









Run_ID Short Name Physical parameter Numerical parameters

Grid type Resolution in gridpoints (if variable, provide min/max) Cells heights / height of containers (if variable, provide min/max) Expansion ratio / cell Total cells (FV) / Approximations Convergence

volume change grid points (FD)

Reynolds-number h_cont*U_in(z_ref)/nu Turbulence model

The velocity-scale- The length-scale- Model version name or developers' names (for instance: std. k-epsilon, floor

Value reference length Model class Wall treatment determining variable if not determining variable Launder-Sharma k-epsilon, Launder-Reece-Rodi RSM, give also a Containers Between containers Container walls

turbulent kinetic energy (epsilon, omega other) literature reference if the model is not widely known)

Length Width Height Streamwise Lateral Streamwise Lateral Roof

Fl00_001 MISKAM_Ketzel Analytical solution in cell closest to the

1000000 Linear 2-equation model TKE epsilon Standard k-eps Cartesian 24 6 5 24 20 0.2 0.2 0.2 0.2 17226.5625 m^2), wall Equilibrium profiles of U, V, W, k, epsilon Smooth wall, wall function approach Smooth wall, wall function approach turbulence quantities from equilibrium profiles,

approach approach approach (gauge) pressure

function approach, Zo = 0.0165m Zo=0.0165m, dP/dz = 0



Fl45_010 Fluent_mskesp_Franke Rough wall in the region x 17226.5625 m^2), wall simulation in emplty and shorter domain with Smooth wall, wall function approach Smooth wall, wall function approach turbulence quantities from equilibrium profiles,

approach approach approach (gauge) pressure

function approach, Zo = 0.0165m periodic boundary conditions in x-direction. Zo=0.0165m, dP/dz = 0



Fl45_011 Fluent_mskespudf_Franke Rough wall in the region x 17226.5625 m^2), wall Equilibrium profiles of U, V, W, k, epsilon Smooth wall, wall function approach Smooth wall, wall function approach turbulence quantities from equilibrium profiles,

approach approach approach (gauge) pressure

function approach, Zo = 0.0165m Zo=0.0165m, dP/dz = 0



Fl45_012 Fluent_mskespudftsym_Franke Rough wall in the region x 17226.5625 m^2), wall Equilibrium profiles of U, V, W, k, epsilon Smooth wall, wall function approach Smooth wall, wall function approach Symmetry

approach approach approach (gauge) pressure

function approach, Zo = 0.0165m



Fl45_013 Fluent_ke_Goricsan Rough wall, Zo=0.017m, non-equilibrium wall

Rough wall, Zo=0.017m, Rough wall, Zo=0.017m, Smooth walls, standard

inlet conditions taken from wind tunnel

340 300 21.06 FS 16.6 17.3 7.3 7.75 8.28 non-equilibrium wall non-equilibrium wall non-equilibrium wall outflow Symmetry Symmetry Symmetry

function measurements Zref=7.29 m, U(Zref) = 10 m/s

function function function

Fl45_014 Fluent_RSM_Goricsan Rough wall, Zo=0.017m, non-equilibrium wall

Rough wall, Zo=0.017m, Rough wall, Zo=0.017m, Smooth walls, standard

inlet conditions taken from wind tunnel

340 300 21.06 FS 16.6 17.3 7.3 7.75 8.28 non-equilibrium wall non-equilibrium wall non-equilibrium wall outflow Symmetry Symmetry Symmetry

function measurements Zref=7.29 m, U(Zref) = 10 m/s

function function function

Fl45_015 STAR_CD_Bartzis Rough wall, Standard wall functions, Rough wall, Standard wall Rough wall, Standard wall Smooth walls, standard

Inflow profiles. Velocity u and TKE from wind

d/dx=0, Constant

300 300 21.06 FS 16.61 17.3 7.3 7.75 8.28 tunnel measurements. Zref=7.29 m, U(Zref) = Symmetry Symmetry Symmetry

Zo=0.0165m functions, Zo=0.0165m functions, Zo=0.0165m wall functions (gauge) pressure

8.0 m/s

Fl45_016 CFX-unstr-ke_fine_Fotios Rough wall, Zo=0.017m, Rough wall, Zo=0.017m, Smooth walls, Standard Inlet conditions taken by wind tunnel Atmospheric

314 300 21.06 FS 16.187 43.944 7.08 No lateral boundaries. Two faces defined as inlet and two as outletRough wall, Zo=0.017m, Standard wall functions Symmetry conditions Symmetry conditions Symmetry conditions

Standard wall functions Standard wall functions wall functions measurements conditions



Fl45_017 FINFLO_Hellsten1

314 300 21.06 FS Min. 30, max. 34 Min. 31, max. 47 7.34 No lateral boundaries. The 0 deg. grid is simply rotated 45 deg. and two vertical boundaries Standard wall as inlets and two aswalls, Standard

Smooth outlets.

Rough wall, Zo=0.017m, are specified functions

Smooth walls, Standard Smooth walls, Standard Inlet conditions taken by wind tunnel No lateral walls, see explanations in cells J21, P21 and Q21 see explanations in cells J21, P21 and d^2/dx^2=0 for other variables

Pressure given, d^2/dx^2=0 for other variables No lateral walls, Pressure given, Q21

wall functions wall functions wall functions measurements





Fl45_018 FINFLO_Hellsten2

314 300 21.06 FS Min. 30, max. 34 Min. 31, max. 47 7.34 No lateral boundaries. The 0 deg. grid is simply rotated 45 deg. and two vertical boundaries Standard wall as inlets and two aswalls, Standard

Smooth outlets.

Rough wall, Zo=0.017m, are specified functions

Smooth walls, Standard Smooth walls, Standard Inlet conditions taken by wind tunnel No lateral walls, see explanations in cells J22, P22 and Q22 see explanations in cells J22, P22 and d^2/dx^2=0 for other variables

Pressure given, d^2/dx^2=0 for other variables No lateral walls, Pressure given, Q22

wall functions wall functions wall functions measurements





Fl45_019 FINFLO_Hellsten3

314 300 21.06 FS Min. 30, max. 34 Min. 31, max. 47 7.34 No lateral boundaries. The 0 deg. grid is simply rotated 45 deg. and two vertical boundaries Standard wall as inlets and two aswalls, Standard

Smooth outlets.

Rough wall, Zo=0.017m, are specified functions

Smooth walls, Standard Smooth walls, Standard Inlet conditions taken by wind tunnel No lateral walls, see explanations in cells J23, P23 and Q23 see explanations in cells J23, P23 and d^2/dx^2=0 for other variables

Pressure given, d^2/dx^2=0 for other variables No lateral walls, Pressure given, Q23

wall functions wall functions wall functions measurements





Fl45_020 M2UE_Nuterman_Baklanov Simplified Chieng & Launder wall functions

Simplified Chieng & Simplified Chieng & Simplified Chieng & Inflow profile for U, V. TKE = 1.44 m^2/s^2,

Simplified Chieng & Launder wall functions

Inflow profile for U, V. TKE = 1.44

Simplified Chieng & Launder wall functions

270 287 21 FS Min. 50, max. 60 Min. 50, max. 60 18.5 No lateral boundaries. The 0 deg. grid is simply rotated 45 deg. and two vertical boundaries are specified as inlets and two as wall functions

Launder outlets. Launder wall functions Launder wall functions epsilon = 0.2 m^2/s^3, Zref = 8.78m, U(Zref) = d/dx=0 m^2/s^2, epsilon = 0.2 m^2/s^3, Zref

(SCL), Zo = 0.017m (SCL), Zo = 0.017m (SCL), Zo = 0.017m

(SCL), Zo = 0.017m (SCL), Zo = 0.017m (SCL), Zo = 0.017m 5.5 m/s = 8.78m, U(Zref) = 5.5 m/s

Fl45_021 VADIS_Costa_2m Power law wind profile, k and epsilon user

Wind and temperature profiles, direct input

Free, except for mass balance kept

250 250 20 FS 44 38 17 26 42 Wall function Wall function Wall function Wall function d/dx=0 or developed over unobstructed field till Symmetry

defined profiles correct

convergence

Fl45_022 VADIS_Costa_1m Power law wind profile, k and epsilon user

Wind and temperature profiles, direct input

Free, except for mass balance kept

250 250 20 FS 44 38 17 26 42 Wall function Wall function Wall function Wall function d/dx=0 or developed over unobstructed field till Symmetry

defined profiles correct

convergence

Fl45_023 VADIS_Costa_0_5m Power law wind profile, k and epsilon user

Wind and temperature profiles, direct input

Free, except for mass balance kept

250 250 20 FS 44 38 17 26 42 Wall function Wall function Wall function Wall function d/dx=0 or developed over unobstructed field till Symmetry

defined profiles correct

convergence

Fl45_024 STARCD_coarse_Brzozowski Rough wall, Zo = 0.0165m, Standard wall Smooth walls, standard Smooth walls, standard Smooth walls, standard

Inflow profiles for velocity u from wind tunnel

measurements and espilon. Constant value for d/dx=0 Smooth walls, standard wall functions Smooth walls, standard wall functions symmetry conditions

functions wall functions wall functions wall functions

TKE

Fl45_025 STARCD_medium_Brzozowski Rough wall, Zo = 0.0165m, Standard wall Smooth walls, standard Smooth walls, standard Smooth walls, standard

Inflow profiles for velocity u from wind tunnel

measurements and espilon. Constant value for d/dx=0 Smooth walls, standard wall functions Smooth walls, standard wall functions symmetry conditions

functions wall functions wall functions wall functions

TKE

Fl45_026 STARCD_fine_Brzozowski Rough wall, Zo = 0.0165m, Standard wall Smooth walls, standard Smooth walls, standard Smooth walls, standard

Inflow profiles for velocity u from wind tunnel

measurements and espilon. Constant value for d/dx=0 Smooth walls, standard wall functions Smooth walls, standard wall functions symmetry conditions

functions wall functions wall functions wall functions

TKE

Fl45_027 ADREA_Bartzis

Smooth walls, standard Inflow profiles. Velocity u and TKE from wind Inflow profiles. Velocity u and TKE

Rough wall, Standard wall Rough wall, Standard wall

345.7952 345.1668 19.4301 FS 35.046 34.10236 6.65 26.28 31.555 Rough wall, Standard wall functions, Zo=0.017m wall functions, Zo = tunnel measurements. Zref=7.29 m, U(Zref) = Inlet-outlet flows Inlet-outlet flows from wind tunnel measurements. Symmetry

functions, Zo=0.017m functions, Zo=0.017m

0.0004m 6.5565 m/s Zref=7.29 m, U(Zref) = 6.5565 m/s





Fl45_028 LASAT_ZAMG Normal components to

No slip U, V, W=0 No slip U, V, W=0 No slip U, V, W=0 Periodic U, V, W Periodic U, V, W Periodic U, V, W Periodic U, V, W Open U,V,W=0

wall of (U, V, W) = 0

Fl45_029 Code_Saturne Rough wall, Zo=0.017m, Rough wall, Zo=0.017m, Rough wall, Zo=0.017m, inlet conditions taken by wind tunnel

340 300 21.06 FS 16.6 17.3 7.3 7.75 8.28 Rough wall, Zo=0.017m, Standard wall functions Pressure given, Neumann for other variables

symmetry conditions symmetry conditions symmetry conditions

Standard wall functions Standard wall functions Standard wall functions measurements

-45 degree flow case. Model parameters c31ca3c1-0699-4a66-bc89-761c976ee739.xls ! Info_Flow45 11/17/2011









Run_ID Short Name Physical parameter Numerical parameters

Grid type Resolution in gridpoints (if variable, provide min/max) Cells heights / height of containers (if variable, provide min/max) Expansion ratio / Total cells (FV) / Approximations Convergence

cell volume change grid points (FD)

Reynolds-number h_cont*U_in(z_ref)/nu Turbulence model

The velocity-scale- The length-scale- Model version name or developers' names (for instance: std. k- floor

Value reference length Model class Wall treatment determining variable if not determining variable epsilon, Launder-Sharma k-epsilon, Launder-Reece-Rodi RSM, Containers Between containers Container walls

turbulent kinetic energy (epsilon, omega other) give also a literature reference if the model is not widely known)

Length Width Height Streamwise Lateral Streamwise Lateral Roof

Fl45_001 MISKAM_Ketzel Linear 2-equation Analytical solution in cell

1000000 epsilon Standard k-eps Cartesian 24 6 5 24 20 0.2 0.2 0.2 0.2 <= 1.2 4400550

model closest to the wall



Fl45_002 MISKAM_Ketzel_varRoughness Linear 2-equation Analytical solution in cell

1000000 epsilon Standard k-eps Cartesian 24 6 5 24 20 0.2 0.2 0.2 0.2 <= 1.2 4400550

model closest to the wall



Fl45_003 Miskam1mres_Goricsan Modified k-e (Kato, M. and Launder, B.E. (1993) ‘The modelling of

Cartesian,

turbulent flow around stationary and vibrating square cylinders’,

Wall

Linear 2-equation model functions epsilon non- 12 3 5 9 to 13 5 to 11 0.4 0.4 0.2 0.2 <= 1.2 1300320 1st order upwind 1.00E-03

López, S.D. (2002) Numerische Modellierung turbulenter

equidistant

Umströmungen von Gebäuden. PhD thesis, Univ. Bremen: Germany

174000

Fl45_004 Miskam08mres_Goricsan Modified k-e (Kato, M. and Launder, B.E. (1993) ‘The modelling of

Cartesian,

turbulent flow around stationary and vibrating square cylinders’,

Wall

Linear 2-equation model functions epsilon non- 15 3 5 15 to 19 7 to 14 0.32 0.32 0.2 0.2 <= 1.2 3052560 1st order upwind 1.00E-03

López, S.D. (2002) Numerische Modellierung turbulenter

equidistant

Umströmungen von Gebäuden. PhD thesis, Univ. Bremen: Germany

174000

Fl45_005 Miskam05mres_Goricsan Modified k-e (Kato, M. and Launder, B.E. (1993) ‘The modelling of

Cartesian,

turbulent flow around stationary and vibrating square cylinders’,

Wall

Linear 2-equation model functions epsilon non- 24 5 5 11 to 28 10 to 18 0.2 0.2 0.2 0.2 <= 1.2 4788000 1st order upwind 1.00E-03

López, S.D. (2002) Numerische Modellierung turbulenter

equidistant

Umströmungen von Gebäuden. PhD thesis, Univ. Bremen: Germany

174000

Fl45_006 MISKAM_ZAMG 1392000 Linear 2-equation TKE 3600000 1st order upwind 0.001

Wall functions? epsilon Standard k-eps?

model

Fl45_007 FLUENT_Santiago Linear 2-equation

520000 Standard wall functions epsilon Standard k-eps block struct. 11//18 5 11 7//14 14//15 0.229//0.283 0.228//0.387 0.079 0.138 1675712 2nd order upwind 0.000001

model



Fl45_008 FLUENTske_DiSabatino Linear 2-equation

100000 Standard wall functions epsilon Standard k-eps hexahedral 12 2 13 13 8 0.08 0.08 0.16 0.08 <=1.3 ~1.100.000 2nd order upwind 0.000001

model

Fl45_009 Fluent_mrotskespudf_Franke

170000 Linear 2-equation

epsilon Standard k-eps block struct. 11//18 5 11 7//14 14//15 0.229//0.283 0.228//0.387 0.079 0.138 <= 1.3 1552792 2nd order upwind 0.000001

model

Rough wall-functions (Cs = 1.0)

Fl45_010 Fluent_mskesp_Franke

170000 Linear 2-equation

epsilon Standard k-eps block struct. 11//18 5 11 7//14 14//15 0.229//0.283 0.228//0.387 0.079 0.138 <= 1.3 1675712 2nd order upwind 0.000001

model

Rough wall-functions (Cs = 1.0)

Fl45_011 Fluent_mskespudf_Franke

170000 Linear 2-equation

epsilon Standard k-eps block struct. 11//18 5 11 7//14 14//15 0.229//0.283 0.228//0.387 0.079 0.138 <= 1.3 1675712 2nd order upwind 0.000001

model

Rough wall-functions (Cs = 1.0)

Fl45_012 Fluent_mskespudftsym_Franke

170000 Linear 2-equation

epsilon Standard k-eps block struct. 11//18 5 11 7//14 14//15 0.229//0.283 0.228//0.387 0.079 0.138 <= 1.3 1675712 2nd order upwind 0.000001

model

Rough wall-functions (Cs = 1.0)

Fl45_013 Fluent_ke_Goricsan Advanced linear 2- Special non-equailibrium wall Until residuals

functions, S.-E. Kim and Realizable k-eps by Shih et al. Computers Fluids, 24(3):227-238,

1738851 equation model epsilon hexahedral 11//18 5 11 7//14 14//15 0.229//0.283 0.228//0.387 0.079 0.138 <= 1.3 1675712 2nd order upwind stop changing

D. Choudhury. In ASME FED 1995.

(variable Cmu) Linear pressure strain model in Fluent, (M. M. Gibson and B. E. (~1e-5)

Vol. 217, Separated and

Fl45_014 Fluent_RSM_Goricsan Non-equilibrium wall-function, Launder. Ground Effects on Pressure Fluctuations in the Atmospheric Until residuals

1738851 RSM Wall BC from k, wall reflection epsilon Boundary Layer. J. Fluid Mech., 86:491-511, 1978., S. Fu, B. E. hexahedral 11//18 5 11 7//14 14//15 0.229//0.283 0.228//0.387 0.079 0.138 <= 1.3 1675712 2nd order upwind stop changing

effects Launder, and M. A. Leschziner. Modeling Strongly Swirling (~1e-5)

Fl45_015 STAR_CD_Bartzis Linear 2-equation

1353000 7.29 Standard wall functions epsilon Standard k-eps block struct. 11//18 5 11 7//14 14//15 0.229//0.283 0.228//0.387 0.079 0.138 <= 1.3 1675712 1st order upwind 0.001

model



Fl45_016 CFX-unstr-ke_fine_Fotios Unstructure 1e-4, MAX

813000 Standard wall functions epsilon Standard k-eps ~20 ~12 ~12 ~20 ~20 0.15 0.15 0.15 0.15 1.2 5500000 2nd order upwind

grid residuals



Fl45_017 FINFLO_Hellsten1 Third-order

26240 Linear 2-equation Standard k-eps transformed into the k-omega form, i.e. Menter's BSL Block Until residuals

Standard wall functions omega 24 8 12 16 12 0.125 0.125 0.0833 0.0833 upwind biased

model model with the blending function F1=0 everywhere. structured stop decreasing

scheme for fluxes

1.16 3599616

Fl45_018 FINFLO_Hellsten2 Third-order

26240 Linear 2-equation Standard k-eps transformed into the k-omega form, i.e. Menter's BSL Block Until residuals

Standard wall functions omega 12 4 6 8 6 0.25 0.25 0.167 0.167 449952 upwind biased

model model with the blending function F1=0 everywhere. structured stop decreasing

scheme for fluxes

1.16

Fl45_019 FINFLO_Hellsten3 Third-order

26240 Linear 2-equation Standard k-eps transformed into the k-omega form, i.e. Menter's BSL Block Until residuals

Standard wall functions omega 6 2 3 4 3 0.5 0.5 0.333 0.333 1.34 56244 upwind biased

model model with the blending function F1=0 everywhere. structured stop decreasing

scheme for fluxes



Fl45_020 M2UE_Nuterman_Baklanov Linear 2-equation

776000 Wall functions TKE epsilon Standard k-eps Cartesian ~10 ~5 ~10 ~10 ~5 1.29 1.58 0.74 0.25 1466828 2nd order MLU 0.001

model



Fl45_021 VADIS_Costa_2m Linear 2-equation 0.01 reached,

1920000 Wall functions epsilon Standard k-eps Cartesian Cartesian 6 1 1 8 0.787 0.787 0.787 0.787 157000 2nd order upwind

model 0.001 prescribed



Fl45_022 VADIS_Costa_1m Linear 2-equation 0.01 reached,

1920000 Wall functions epsilon Standard k-eps Cartesian Cartesian 12 2 2 16 0.394 0.394 0.394 0.394 3675000 2nd order upwind

model 0.001 prescribed



Fl45_023 VADIS_Costa_0_5m Linear 2-equation 0.01 reached,

1920000 Wall functions epsilon Standard k-eps Cartesian Cartesian 24 4 4 32 0.197 0.197 0.197 0.197 29400000 2nd order upwind

model 0.001 prescribed



Fl45_024 STARCD_coarse_Brzozowski Linear 2-equation Block

934000 Wall functions epsilon Standard k-eps 3//6 3 9//12 6 2//6 0.516/0.783 0.626/0.764 0.078 0.078 <= 1.2 457766 2nd order upwind 0.001

model structured



Fl45_025 STARCD_medium_Brzozowski Linear 2-equation Block

934000 Wall functions epsilon Standard k-eps 4//9 4 9//12 9 4//12 0.323/0.386 0.268/0.413 0.078 0.078 <= 1.2 959766 2nd order upwind 0.001

model structured



Fl45_026 STARCD_fine_Brzozowski Linear 2-equation Block

934000 Wall functions epsilon Standard k-eps 5//14 6 9//12 14 6//18 0.165/0.216 0.177/0.244 0.078 0.078 <= 1.2 1658152 2nd order upwind 0.001

model structured



Fl45_027 ADREA_Bartzis 0.0001 (0.001 for

Linear 2-equation Bartzis k-zeta model, Boundary-layer Meteorology (2005) 116: 445- turbulence and

1362000 7.29 Special surface-layer functions zeta (zeta=eps/(k^1.5)) Cartesian 4//5 2 8 10 5 0.48 1.2//0.96 0.277 0.125 <= 1.1 551936 1st order upwind

model 459 0.00000001 for

concentration)



Fl45_028 LASAT_ZAMG



Fl45_029 Code_Saturne

2-equation model epsilon Standard k-eps 11//18 5 11 7//14 14//15 0.229//0.283 0.228//0.387 0.079 0.138 <= 1.3 1675712 1st order upwind

1740000 Rough wall-functions unstructured 600 it

-45 degree dispersion case.CFD model parameters c31ca3c1-0699-4a66-bc89-761c976ee739.xls ! Info_Disp 11/17/2011









Run_ID Short Name Geometry Boundary conditions Physical parameter

Total size of Computational domain (in m) Individual geometrical characteristics of the BC within the computational domain in non-dimensional terms (characteristic length,

the average height of the containers H c with Hc = 2.54 m) Ground surfaces Reynolds-number h_cont*U_in(z_ref)/nu

Buildings walls

Length Full scale Distance of inlet Distance of outlet Distance of top Distance of the left Distance of the right

Width (span The buildings area Ground

(stream Height (FS)/Wind tunnel upstream of the downstream of the boundary above the (direction of the flow) (direction of the flow) Upwind Ground Surface Downwind Ground Surface Outlet plane (the The right hand side lateral plane (the y- The left hand side lateral plane (the y+ Value reference length Model class

wise) Surface

wise) scale (WS) containers array containers array containers lateral boundary lateral boundary Inlet plane (the x- plane) x+ plane) plane) plane) The top plane



Disp_001 MISKAM_Ketzel Linear 2-

314 300 130 FS 24 32 50.8 20 20 d/dz=0 ? d/dz=0 ? d/dz=0 ? d/dy=0 ? 0 d/dx=const d/dy=const d/dy=const ? 1000000 equation

model

Disp_002 MISKAM_Ketzel_varRoughness Linear 2-

314 300 130 FS 24 32 50.8 20 20 d/dz=0 ? d/dz=0 ? d/dz=0 ? d/dy=0 ? 0 d/dx=const d/dy=const d/dy=const ? 1000000 equation

model

Disp_003 MISKAM1mres_Goricsan

No lateral boundaries. The

0 deg. grid is simply u, v, w, k, e values are taken

rotated 45 deg. and two wall function, rough wall, wall function, rough wall, wall function, rough wall, Equilibrium profile with Zo = 1 cm from the top of the inlet

314 300 21 FS 20-23 20-33 7.2 wall function, rough wall, Zo=0.1m no flux, d/dx=0 no flux, d/dy=0 no flux, d/dy=0 Linear 2-equation model

vertical boundaries are Zo=0.1m Zo=0.1m Zo=0.01m roughness, u = 1 m/s at Zref= 7.29m profiles, and kept constant,

specified as inlets and two dp/dz=0

as outlets.

174000

Disp_004 MISKAM08mres_Goricsan No lateral boundaries. The

0 deg. grid is simply u, v, w, k, e values are taken

rotated 45 deg. and two wall function, rough wall, wall function, rough wall, wall function, rough wall, Equilibrium profile with Zo = 1 cm from the top of the inlet

314 300 130 FS 20-23 20-33 7.2 wall function, rough wall, Zo=0.1m no flux, d/dx=0 no flux, d/dy=0 no flux, d/dy=0 Linear 2-equation model

vertical boundaries are Zo=0.1m Zo=0.1m Zo=0.01m roughness, u = 1 m/s at Zref= 7.29m profiles, and kept constant,

specified as inlets and two dp/dz=1

as outlets.

174000

Disp_005 MISKAM05mres_Goricsan No lateral boundaries. The

0 deg. grid is simply u, v, w, k, e values are taken

rotated 45 deg. and two wall function, rough wall, wall function, rough wall, wall function, rough wall, wall function, rough wall, Equilibrium profile with Zo = 1 cm from the top of the inlet

314 300 130 FS 20-23 20-33 7.2 no flux, d/dx=0 no flux, d/dy=0 no flux, d/dy=0 Linear 2-equation model

vertical boundaries are Zo=0.02m Zo=0.02m Zo=0.02m Zo=0.002m roughness, u = 1 m/s at Zref= 7.29m profiles, and kept constant,

specified as inlets and two dp/dz=2

as outlets.

174000

Disp_006 MISKAM_ZAMG Rough wall, dP/dn = 0, Zo Rough wall, dP/dn = 0, Zo = Rough wall, dP/dn = 0, Zo = Rough wall, dp/dn = 0, Zo = Logarithmic wind profile from Zref,

velocity components and k-e Linear 2-

no flux, d/dx=0 values are given from the inlet 1392000 equation

= 0.1m 0.1m 0.1m 0.1m U(Zref), Zo and stability

profiles, dP/dn = 0 model

Disp_007 Fluent_ke_Goricsan Advanced

linear 2-

inlet conditions taken from wind tunnel

Rough wall, Zo=0.017m, Rough wall, Zo=0.017m, non- Rough wall, Zo=0.017m, non- Smooth walls, standard non- equation

340 300 21.06 FS 16.6 17.3 7.3 7.75 8.28 measurements Zref=7.29 m, U(Zref) = outflow Symmetry Symmetry Symmetry 1738851

non-equilibrium wall function equilibrium wall function equilibrium wall function equilibrium wall function model

10 m/s

(variable

Cmu)



Disp_008 Fluent_RSM_Goricsan







inlet conditions taken from wind tunnel

Rough wall, Zo=0.017m, Rough wall, Zo=0.017m, non- Rough wall, Zo=0.017m, non- Smooth walls, standard non-

340 300 21.06 FS 16.6 17.3 7.3 7.75 8.28 measurements Zref=7.29 m, U(Zref) = outflow Symmetry Symmetry Symmetry 1738851 RSM

non-equilibrium wall function equilibrium wall function equilibrium wall function equilibrium wall function

10 m/s









Disp_009 FLUENTske_DiSabatino Rough wall, roughness Equilibrium profiles of velocity u, k and

Linear 2-

325 280 27.5 FS 6 16 8 4 4 Smooth wall Smooth wall Smooth wall Outflow Symmetry Symmetry Symmetry 100000 equation

height Ks = Zo x 20 epsilon

model

Disp_010 FLUENT_Santiago Rough wall. SpecifiedGradient Linear 2-

Rough wall. SpecifiedGradient Rough wall. SpecifiedGradient Smooth wall. SpecifiedGradient SpecifiedGradient normal to plane, SpecifiedGradient normal to plane, SpecifiedGradient normal to

SpecifiedGradient normal to C=0 normal to plane, 520000 equation

normal to plane, dC/dn=0 normal to plane, dC/dn=0 normal to plane, dC/dn=0 dC/dn=0 dC/dn=0 plane, dC/dn=0

plane, dC/dn=0 dC/dn=0 model



Disp_011 Fluent_mskespudf_Franke Rough wall, logarithmic wall Smooth wall, logarithmic wall Smooth wall, logarithmic wall

Linear 2-

dC/dn=0 C=0 dC/dx=0 dC/dy=0 dC/dy=0 dC/dz=0 170000 equation

function function function

model

Disp_012 CFX-unstr-ke_fine_Fotios No lateral boundaries. Two

Rough wall, Zo=0.017m, Rough wall, Zo=0.017m, Rough wall, Zo=0.017m, Standard Smooth walls, Standard wall Inlet conditions taken by wind tunnel Atmospheric

Linear 2-

314 300 21.06 FS 16.187 43.944 7.08 faces defined as inlet and Symmetry conditions Symmetry conditions Symmetry conditions 813000 equation

Standard wall functions Standard wall functions wall functions functions measurements conditions

two as outlet model

Disp_013 FINFLO_Hellsten1 No lateral boundaries. The

0 deg. grid is simply

Pressure given, Linear 2-

rotated 45 deg. and two Rough wall, Zo=0.017m, Smooth walls, Standard wall Smooth walls, Standard wall Smooth walls, Standard wall Inlet conditions taken by wind tunnel No lateral walls, see explanations in cells No lateral walls, see explanations in cells Pressure given, d^2/dx^2=0

314 300 21.06 FS Min. 30, max. 34 Min. 31, max. 47 7.34 d^2/dx^2=0 for 26240 equation

vertical boundaries are Standard wall functions functions functions functions measurements J21, P21 and Q21 J21, P21 and Q21 for other variables

other variables model

specified as inlets and two

as outlets.

Disp_014 FINFLO_Hellsten2 No lateral boundaries. The

0 deg. grid is simply

Pressure given, Linear 2-

rotated 45 deg. and two Rough wall, Zo=0.017m, Smooth walls, Standard wall Smooth walls, Standard wall Smooth walls, Standard wall Inlet conditions taken by wind tunnel No lateral walls, see explanations in cells No lateral walls, see explanations in cells Pressure given, d^2/dx^2=0

314 300 21.06 FS Min. 30, max. 34 Min. 31, max. 47 7.34 d^2/dx^2=0 for 26240 equation

vertical boundaries are Standard wall functions functions functions functions measurements J22, P22 and Q22 J22, P22 and Q22 for other variables

other variables model

specified as inlets and two

as outlets.

Disp_015 FINFLO_Hellsten3 No lateral boundaries. The

0 deg. grid is simply

Pressure given, Linear 2-

rotated 45 deg. and two Rough wall, Zo=0.017m, Smooth walls, Standard wall Smooth walls, Standard wall Smooth walls, Standard wall Inlet conditions taken by wind tunnel No lateral walls, see explanations in cells No lateral walls, see explanations in cells Pressure given, d^2/dx^2=0

314 300 21.06 FS Min. 30, max. 34 Min. 31, max. 47 7.34 d^2/dx^2=0 for 26240 equation

vertical boundaries are Standard wall functions functions functions functions measurements J23, P23 and Q23 J23, P23 and Q23 for other variables

other variables model

specified as inlets and two

as outlets.

Disp_016 M2UE_Nuterman_Baklanov No lateral boundaries. The

0 deg. grid is simply

Inflow profile for U, V. TKE = 1.44 Linear 2-

rotated 45 deg. and two

270 287 21 FS Min. 50, max. 60 Min. 50, max. 60 18.5 d/dz=0 d/dz=0 d/dz=0 d/dn=0 m^2/s^2, epsilon = 0.2 m^2/s^3, Zref = d/dx=0 No lateral walls, see explanations in cell J No lateral walls, see explanations in cell J d/dz=0 776000 equation

vertical boundaries are

8.78m, U(Zref) = 5.5 m/s model

specified as inlets and two

as outlets.

Disp_017 VADIS_Costa_2m Power law wind profile, k and epsilon

Wind and temperature profiles, direct

Free, except for mass balance kept

Linear 2-

250 250 20 FS 44 38 17 26 42 Wall function Wall function Wall function Wall function d/dx=0 input or developed over unobstructed Symmetry 1920000 equation

user defined profiles correct

field till convergence model

Disp_018 VADIS_Costa_1m Power law wind profile, k and epsilon

Wind and temperature profiles, direct

Free, except for mass balance kept

Linear 2-

250 250 20 FS 44 38 17 26 42 Wall function Wall function Wall function Wall function d/dx=0 input or developed over unobstructed Symmetry 1920000 equation

user defined profiles correct

field till convergence model

Disp_019 VADIS_Costa_0_5m Power law wind profile, k and epsilon

Wind and temperature profiles, direct

Free, except for mass balance kept

Linear 2-

250 250 20 FS 44 38 17 26 42 Wall function Wall function Wall function Wall function d/dx=0 input or developed over unobstructed Symmetry 1920000 equation

user defined profiles correct

field till convergence model

Disp_020 STARCD_fine_Brzozowski Linear 2-

dC/dz=0 dC/dz=0 dC/dz=0 dC/dn=0 C=0 dC/dx=0 dC/dy=0 dC/dy=0 dC/dz=0 934000 equation

model

Disp_025 ADREA_Bartzis

Linear 2-

345.7952 345.1668 19.4301 FS 35.046 34.10236 6.65 26.28 31.555 dC/dz=0 dC/dz=0 dC/dz=0 dC/dn=0 C=0, dC/dx=0 dC/dx=0 dC/dy=0 C=0, dC/dy=0 dC/dz=0 1362000 7.29 equation

model





Disp_022 LASAT_ZAMG Zo = 0.8m Zo = 0.8m Zo = 0.8m dC/dn=0 open open open open open

Disp_023 Code_Saturne Linear 2-

340 300 21.06 FS 16.6 17.3 7.3 7.75 8.28 dC/dz=0 dC/dz=0 dC/dz=0 dC/dn=0 C=0 dC/dx=0 dC/dy=0 dC/dy=0 dC/dz=0 equation

1740000 model

Disp_024 LASAT_ZAMG_MISKAMwind Zo = 0.8m Zo = 0.8m Zo = 0.8m dC/dn=0 open open open open open

-45 degree dispersion case.CFD model parameters c31ca3c1-0699-4a66-bc89-761c976ee739.xls ! Info_Disp 11/17/2011









Run_ID Short Name Physical parameter Numerical parameters Source

Grid type Resolution in gridpoints (if variable, provide min/max) Cells heights / height of containers (if variable, provide min/max) Expansion ratio / Total cells (FV) / Approximations Convergence Source grid dimension.

Turbulence model cell volume change grid points (FD) DX*DY*DZ (m) or other

specification

The velocity-scale- The length-scale- Model version name or developers' names (for instance: std. k- Schmidt floor

Wall treatment determining variable if not determining variable epsilon, Launder-Sharma k-epsilon, Launder-Reece-Rodi RSM, give number Containers Between containers Container walls

turbulent kinetic energy (epsilon, omega other) also a literature reference if the model is not widely known).

Length Width Height Streamwise Lateral Streamwise Lateral Roof

Disp_001 MISKAM_Ketzel Analytical solution in cell closest

epsilon Standard k-eps, Sc=0.74 Sc=0.74 Cartesian 3 to 6 12 to 24 5 12 to 24 7 to 14 0.2 0.2 0.2 0.2 <= 1.2 4400550 0.5*1.0*0.5 (in

to the wall

model coordinates)

Disp_002 MISKAM_Ketzel_varRoughness Analytical solution in cell closest

epsilon Standard k-eps, Sc=0.74 Sc=0.74 Cartesian 3 to 6 12 to 24 5 12 to 24 7 to 14 0.2 0.2 0.2 0.2 <= 1.2 4400550 0.5*1.0*0.5 (in

to the wall

model coordinates)

Disp_003 MISKAM1mres_Goricsan modified k-e (Kato, M. and Launder, B.E. (1993) ‘The modelling of Flow: 1st order upwind; Dispersion:

turbulent flow around stationary and vibrating square cylinders’, Ninth MPDATA scheme (Smolarkiewicz, P. K.

Symposium on Turbulent Shear Flows, Kyoto, Japan, August 1993; and W. W. Grabowski, 1989: The

Cartesian, non-

Wall functions epsilon López, S.D. (2002) Numerische Modellierung turbulenter Sc=0.74 3 12 5 9 to 13 5 to 11 0.4 0.4 0.2 0.2 <= 1.2 1300320 multidimensional positive definite 1.00E-03 1 * 1 * 0.5

equidistant

Umströmungen von Gebäuden. PhD thesis, University of Bremen: advection transport algorithm:

Germany) ; dispersion: Reynolds-averaged advection-diffusion Nonoscillatory option. J. Compu.

equation Physics, 86, 355{375.)



Disp_004 MISKAM08mres_Goricsan modified k-e (Kato, M. and Launder, B.E. (1993) ‘The modelling of Flow: 1st order upwind; Dispersion:

turbulent flow around stationary and vibrating square cylinders’, Ninth MPDATA scheme (Smolarkiewicz, P. K.

Symposium on Turbulent Shear Flows, Kyoto, Japan, August 1993; and W. W. Grabowski, 1989: The

Cartesian, non-

Wall functions epsilon López, S.D. (2002) Numerische Modellierung turbulenter Sc=0.74 3 15 5 15 to 19 7 to 14 0.32 0.32 0.2 0.2 <= 1.2 3052560 multidimensional positive definite 1.00E-03 0.8 * 0.8 * 0.5

equidistant

Umströmungen von Gebäuden. PhD thesis, University of Bremen: advection transport algorithm:

Germany) ; dispersion: Reynolds-averaged advection-diffusion Nonoscillatory option. J. Compu.

equation Physics, 86, 355{375.)

Disp_005 MISKAM05mres_Goricsan modified k-e (Kato, M. and Launder, B.E. (1993) ‘The modelling of Flow: 1st order upwind; Dispersion:

turbulent flow around stationary and vibrating square cylinders’, Ninth MPDATA scheme (Smolarkiewicz, P. K.

Symposium on Turbulent Shear Flows, Kyoto, Japan, August 1993; and W. W. Grabowski, 1989: The

Cartesian, non-

Wall functions epsilon López, S.D. (2002) Numerische Modellierung turbulenter Sc=0.74 5 24 5 11 to 28 10 to 18 0.2 0.2 0.2 0.2 <= 1.2 4788000 multidimensional positive definite 1.00E-03 0.5 * 0.5 * 0.5

equidistant

Umströmungen von Gebäuden. PhD thesis, University of Bremen: advection transport algorithm:

Germany) ; dispersion: Reynolds-averaged advection-diffusion Nonoscillatory option. J. Compu.

equation Physics, 86, 355{375.)

Disp_006 MISKAM_ZAMG

Wall function? TKE epsilon Standard k-eps?, Sc=0.74?



Disp_007 Fluent_ke_Goricsan

Special non-equailibrium wall 1.7 * 1.16 *0.35 (paralell

functions, S.-E. Kim and Until residuals to container long axis /

D. Choudhury. In ASME FED Realizable k-eps by Shih et al. Computers Fluids, 24(3):227-238,

epsilon Sc=0.7 hexahedral 11//18 5 11 7//14 14//15 0.229//0.283 0.228//0.387 0.079 0.138 <= 1.3 1675712 2nd order upwind stop changing perpendicular to

1995.; dispersion: simple gradient diffusion model

Vol. 217, Separated and (~1e-5) container long axis /

Complex Flows. ASME, 1995 vertical)



Disp_008 Fluent_RSM_Goricsan

Linear pressure strain model in Fluent, (M. M. Gibson and B. E.

Launder. Ground Effects on Pressure Fluctuations in the Atmospheric

Boundary Layer. J. Fluid Mech., 86:491-511, 1978., S. Fu, B. E. 1.7 * 1.16 *0.35 (paralell

Non-equilibrium wall-function, Launder, and M. A. Leschziner. Modeling Strongly Swirling Until residuals to container long axis /

Wall BC from k, wall reflection epsilon Recirculating Jet Flow with Reynolds-Stress Transport Closures. In Sc=0.7 hexahedral 11//18 5 11 7//14 14//15 0.229//0.283 0.228//0.387 0.079 0.138 <= 1.3 1675712 2nd order upwind stop changing perpendicular to

effects Sixth Symposium on Turbulent Shear Flows, Toulouse, France, 1987., (~1e-5) container long axis /

B. E. Launder. Second-Moment Closure and Its Use in Modeling vertical)

Turbulent Industrial Flows. International Journal for Numerical

Methods in Fluids, 9:963-985, 1989.,B. E. Launder. Second-Moment

Closure: Present... and Future? Inter. J. Heat Fluid Flow, 10(4):282-

300, 1989.) ; dispersion: simple gradient diffusion model

Disp_009 FLUENTske_DiSabatino

Standard wall functions epsilon Standard k-eps, Sc=0,7 Sc=0.7 hexahedral 12 2 13 13 8 0.08 0.08 0.16 0.08 <=1.3 ~1.300.000 2nd order upwind 0.000001 0.5 * 0.5 * 0.5



Disp_010 FLUENT_Santiago

Standard wall functions epsilon Standard k-eps. Simple gradient diffusion model with Sc=0.9 Sc=0.9 0.89*1.98*0.35





Disp_011 Fluent_mskespudf_Franke Volume source in cell

epsilon Standard k-eps. Simple gradient diffusion model with Sc=0.7. Sc=0.7 containing the exp.

Rough wall-functions (Cs = 1.0) source center

Disp_012 CFX-unstr-ke_fine_Fotios Unstructured 1e-4, MAX

Volume source in cell

Standard wall functions epsilon Standard k-eps. Simple gradient diffusion model with Sc=? Sc=0.77 ~20 ~12 ~12 ~20 ~20 0.15 0.15 0.15 0.15 1.2 5500000 containing the exp.

grid residuals

source center

Disp_013 FINFLO_Hellsten1



See sheet ”Info_Flow45” cell AA21. Simple gradient diffusion model Block Third-order upwind biased scheme for Until residuals

Standard wall functions omega Sc=0.8 24 8 12 16 12 0.125 0.125 0.0833 0.0833

with Sc=0.8. structured fluxes stop decreasing



1.16 3599616

Disp_014 FINFLO_Hellsten2



See sheet ”Info_Flow45” cell AA22. Simple gradient diffusion model Block Third-order upwind biased scheme for Until residuals

Standard wall functions omega Sc=0.8 12 4 6 8 6 0.25 0.25 0.167 0.167 449952

with Sc=0.8. structured fluxes stop decreasing



1.16

Disp_015 FINFLO_Hellsten3



See sheet ”Info_Flow45” cell AA23. Simple gradient diffusion model Block Third-order upwind biased scheme for Until residuals

Standard wall functions omega Sc=0.8 6 2 3 4 3 0.5 0.5 0.333 0.333 1.34 56244

with Sc=0.8. structured fluxes stop decreasing







Disp_016 M2UE_Nuterman_Baklanov



Wall function TKE epsilon Standard k-eps. Simple gradient diffusion model with Sc=0.5. Sc=0.5 Cartesian ~10 ~5 ~10 ~10 ~5 1.29 1.58 0.74 0.25 1466828 2nd order MLU 0.001 1.2 * 1.2 * 0.25









Disp_017 VADIS_Costa_2m 0.01 reached,

Wall functions epsilon Standard k-eps, Lagrangian dispersion model, Sc=0.7 Sc=0.7 Cartesian 6 1 1 8 2 0.787 0.787 0.787 0.787 157000 2nd order upwind 0.5 * 0.5 * 0.3

0.001 prescribed



Disp_018 VADIS_Costa_1m 0.01 reached,

Wall functions epsilon Standard k-eps, Lagrangian dispersion model, Sc=0.7 Sc=0.7 Cartesian 12 2 2 16 4 0.394 0.394 0.394 0.394 3675000 2nd order upwind 0.5 * 0.5 * 0.3

0.001 prescribed



Disp_019 VADIS_Costa_0_5m 0.01 reached,

Wall functions epsilon Standard k-eps, Lagrangian dispersion model, Sc=0.7 Sc=0.7 Cartesian 24 4 4 32 8 0.197 0.197 0.197 0.197 29400000 2nd order upwind 0.5 * 0.5 * 0.3

0.001 prescribed



Disp_020 STARCD_fine_Brzozowski

Wall functions epsilon Standard k-eps. Simple gradient diffusion model with Sc=0.9 Sc=0.9



Disp_025 ADREA_Bartzis Irregular surface with

0.0001 (0.001 for

area 0.442 m^2 inside a

See sheet ”Info_Flow45” cell AA31. Simple gradient diffusion model turbulence and

Special surface-layer functions zeta (zeta=eps/(k^1.5)) Sc=0.74 Cartesian 4//5 2 8 10 5 0.48 1.2//0.96 0.277 0.125 <= 1.1 551936 1st order upwind cell of dimensions (dx =

with Sc=0.74. 0.00000001 for

1.1983m, dy = 2.4982m,

concentration)

dz = 0.3175m)



Disp_022 LASAT_ZAMG

Disp_023 Code_Saturne

epsilon Standard k-eps. Simple gradient diffusion model with Sc=?.

Rough wall-functions

Disp_024 LASAT_ZAMG_MISKAMwind

-45 degree flow case. Non-CFD model parameters c31ca3c1-0699-4a66-bc89-761c976ee739.xls ! Info_Disp_nonCFD 11/17/2011









Roughness

Run_ID Short Name Met. parameters Treatment of buildings

length



DiNo_001 ESCAPE_FMI Wind speed and direction at a

given height, a stability parameter

(e.g. Monin-Obukhov length, 0.1*Hcontainer Non-obstacle resolving

Richardson number...),

temperature, humidity.

DiNo_002 ADMS_DiSabatino Non-obstacle resolving. 1) The area

occupied by the buildings is replaced by a

single value of surface roughness

z0=0.269m, calculated by morphometric

0.269m (in the

method proposed by Macdonald, R.,

area occupied by

Wind speed and direction at a Griffiths, R., and Hall, D. (1998) ‘An

the buildings)

given height, Monin-Obukhov improved method for estimation of

0.017m (in the

length, boundary layer height. surface roughness of obstacle arrays’,

area upwind of the

Atmospheric Environment 32,

buildings)

pp.1857–1864.

2) The same z0 as in wind tunnel

experiments is used in the area upwind of

the buildings.

DiNo_003 ADMSurban_Marina 0.381 Non-obstacle resolving

DiNo_004 ADMS_ZAMG

Wind speed and direction at a parameterization of cavity zone for one

0.1

given height, a stability parameter 'effective' building

DiNo_005 OML_NERI1 u * =0.521 m/s; u * /u ref =0.076;

Modelled by roughness (roughness

Heat flux=0. Uref calc. from log

0.037 estimated at source, not representative

profile at z=7.29m and local Zo

for the plume)

and U*

DiNo_006 OML_NERI2 z 0 =0.3m; u * =0.812m/s; u * /u ref

Modelled by representative roughness,

=0.125; Heat Flux=0. Uref calc.

0.3 estimated in middle of building array

from log profile at z=7.29m and

(realistic run)

local Zo and U*

DiNo_007 CALPUFF_Krajcovicova Diagnostic wind field model

CALMET based on wind speed building area: 0.1

Non-obstacle resolving

and direction at a given height, a outside: 0.02

stability parameter


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