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        How to use the WRF/Noah/BEP coupled modeling system
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1.           ROAD WIDTH  10 0  9 4  8 3         it AH  Anthropogenic heat   W m  2    UCM         AH  90 0  50 0  20 0          FRC_URB  Fraction of the urban landscape which does not have natural      vegetation    Fraction   UCM  BEP         FRC_URB  0 95  0 9  0 5    12           CAPR  Heat capacity of roof   J m  3  K  1    UCM  BEP         CAPR  1 0E6  1 0E6  1 0E6            CAPB  Heat capacity of building wall   J m  3  K  1    UCM  BEP         CAPB  1 0E6  1 0E6  1 0E6            CAPG  Heat capacity of ground  road    J m  3  K  1    UCM  BEP         CAPG  1 4E6  1 4E6  1 4E6            AKSR  Thermal conductivity of roof   J m  1  s  1  K  1    UCM  BEP         AKSR  0 67  0 67  0 67     13      AKSB  Thermal conductivity of building wall   J m  1  s  1  K  1    UCM  BEP       AKSB  0 67  0 67  0 67            AKSG  Thermal conductivity of ground  road    J m  1  s  1  K  1    UCM  BEP         AKSG  0 4004  0 4004  0 4004            ALBR  Surface albedo of roof   fraction   UCM  BEP         ALBR  0 20  0 20  0 20           ALBB  Surface albedo of building wall   fraction   UCM  BEP         ALBB  0 20  0 20  0 20           ALBG  Surface albedo of ground  road    fraction   UCM  BEP         14    ALBG  0 20  0 20  0 20           EPSR  Surface emissivity of roof       UCM  BEP         EPSR  0 90  0 90  0 90           EPSB  Surface emissivity of building wall     UCM  BEP         EPSB  0 90  0 90  0 90           EPSG  Surface emissivity of ground  road        UCM  BEP       
2.      If we use the 33 categories mentioned below  num land cat must be put equal to 33 in  namelist input     URBPARM TBL    In the file URBPARM TBL the urban classes are defined  By default  we defined three  classes  Please note that BEP assumes different building heights than UCM  in the standard  table and people should check for their specific urban area if this is suitable      31  Low Intensity residential  Includes areas with a mixture of constructed materials and  vegetation  Constructed materials account for 30 80 percent of the cover  Vegetation may  account for 20 to 70 percent of the cover  These areas most commonly include single   family housing units  Population densities will be lower than in high intensity residential  areas     32  High Intensity residential  Includes highly developed areas where people reside in  high numbers  Examples include apartment complexes and row houses  Vegetation  accounts for less than 20 percent of the cover  Constructed materials account for 80 to100  percent of the cover     33  Commercial Industrial Transportation   Includes infrastructure  e g  roads  railroads   etc   and all highly developed areas not classified as High Intensity Residential     If you are simulating an US city  you can use the NLCD  2001  which has following 4  urban categories instead of 3 as is the case with 1992 data     21  Developed  Open Space   Includes areas with a mixture of some constructed materials   but mostly vegetation in the form of lawn 
3.     meas    MYT           EXCH H EXCH AM       It solves  a  wo 12 ae  era   RTHBLTEN  RUBLTEN  RVBLTEN        In the pbl driver everything is managed by an hardcoded flag  called idiff   If idiff 1 the code uses the new structure   If idiff 0 the code uses the old structure     Explanation of the routine DIFF3D     The routine DIFF3D is called at the end of pbl driver and it solves for each column of the  domain the diffusion equation for the two horizontal components of momentum  potential  temperature  water vapor mixing ratio  could water mixing ratio     In particular  the equation solved  for a generic variable C  that could be U V TH Q  etc   is     a    t p  z Oz    Where K  is the exchange coefficient EXCH_H  for momentum K   and EXCH_M   and    S represents the sources or sinks terms of the variable C    This source term can be written as a linear function of C  or   S  AC B   Where A is the implicit component and B is the explicit component     The fluxes of heat and momentum coming from the surface and the buildings goes in S      I defined then  for each diffused variable  U V TH QV QC   new arrays called a_u  a_v   a t a_q a_qc andb u b v b t b q b qc  that are filled at the beginning of the   pbl driver routine and passed to the diff3d routine at the end of pbl driver  If some of the  pbl schemes has a non local term  it can goes in the    b    variables        If BEP is not used  the surface fluxes enter in the    a    and    b    arrays in the following way  
4.    For the potential temperature  if we choose an explicit resolution  as it is now in the code   we have   a_t     90  HFX   rF   EF  Piaj Cp Xz     Lj    b    If the resolution is implicit  like in the standard MYJPBL routine   this is now commented  in the code    1  a_t     akhs           LEJ    thz0     b taj   akhs  4         i  l j    Which is equivalent to write  for the lowest model level  n indicates the time      EE EK   0   0      For water vapor  explicitely       a_ ding   0  OFX     b_ ga e   Pin j  Zin   And implicitely  a   akhs 3   linj iij Az   qz0     b din    akhs      AG    lj    For momentum  the resolution is done implicitly  starting from the consideration that the  momentum flux at the surface for U and V is     U g      U   V     gt  iy   i U 4V         Sy      V    Then taking the U and V at numerator at time n 1  while those at denominator are kept at  time n    we have          5 ur  1  Sy     Us 2 2   U  V   Az  n l 1  Sy  u  Y 7   U  V   Az  and    2 1  a U        U  i j  A   q 2 2 Ja  Ging t  Ving Anj          b_u     9   2 1  a V        Uy i j  ee a   2 2 Ya  Ging   Vin AS   bv   0         ij    If BEP is used  those values are weighted average  using the fraction of urban area in the  cell  with the values of a  and b terms coming from the BEP routine     At the moment  this new structure works with MYJPBL and BOULAC schemes  It is  planned to make it working with any of the PBL schemes     Numerical details of the routine     If we discreti
5.   EPSG  0 95  0 95  0 95           ZOR  Roughness length for momentum  over roof   m   UCM  BEP         ZOR  0 01  0 01  0 01    15    H     ZOB  Roughness length for momentum  over building wall   m      Only active for CH SCHEME    1 UCM   H    ZOB  0 01  0 01  0 01          ZOG  Roughness length for momentum  over ground  road    m      Only active for CH_SCHEME    1 UCM  BEP        ZOG  0 01  0 01  0 01     ifdef FOR ALBERTO  STREET PARAMETERS  BEP      urban street street building    category direction width width     index   deg from N   m   m     1 0 0 15 0 15 0  1 90 0 15 0 15 0  2 0 0 15 0 15 0  2 90 0 15 0 15 0    16    3 0 0 15 0 15 0  3 90 0 15 0 15 0    END STREET PARAMETERS    BUILDING HEIGHTS  1      height Percentage     m         5 0 30 0    10 0 40 0    15 0 30 0    END BUILDING HEIGHTS    BUILDING HEIGHTS  2      height Percentage       m       10 0 3 0  15 0 7 0  20 0 12 0  25 0 18 0  30 0 20 0  35 0 18 0    17    40 0 12 0    45 0 7 0  50 0 3 0  END BUILDING HEIGHTS    BUILDING HEIGHTS  3      height Percentage     m         5 0 50 0  10 0 50 0  END BUILDING HEIGHTS   endif       DDZR  Thickness of each roof layer   m      This is currently NOT a function urban type  but a function  H of the number of layers  Number of layers must be 4  for now  UCM       DDZR  0 05  0 05  0 05  0 05           DDZB  Thickness of each building wall layer   m        This is currently NOT a function urban type  but a function    H of the number of layers  Number of layers mu
6. Description of the modifications made in WRF 3 1 and short    user   s manual of BEP     Alberto Martilli  CIEMAT  S pain   Susanne Grossmann Clarke  Arizona State  University   Mukul Tewari NCAR    Kevin W  Manning  NCAR      4 Sept 2009    Introduction  This document is about three changes introduced in the 3 1 release     1  Change in the structure of the pbl driver routine  available with idiff 1  flag  hardcoded in module pbl driver F      2  Implementation of the multilayer urban scheme  BEP   There is now a new entry in  the namelist input called  sf urban physics     When the flag is equal to 2 the BEP  routine is used  The module is called module sf bep F     3  Implementation of the Bougeault and Lacarrere  1989  PBL scheme  This is  equivalent to option 8 for flag bl pbl physics  The module is called  module bl boulac F    Below a detailed description of the changes in the pbl driver structure is provided  point 1  above   and a short user   s manual for the use of BEP  point 2 above  is given     1  Change in the structure of pbl_driver    In the new structure each PBL routine does not compute the tendencies  but provides only  the exchange coefficients  called EXCH H for exchange coefficient for heat  and  EXCH_M the exchange coefficient for momentum   Then the tendencies for the different  variables are estimated in a routine called DIFF3D at the end of pbl driver  This new  structure can be represented as     pbl driver  Included  Syse sttface  fluxes  ro rural
7. LCD  1992  data and the  NLCD  2001  data     If you are simulating a city not in the US  and you have data to identify the three extra  urban classes  you need to add the extra classes to the landuse file     For the moment we limited to only three urban categories  It is possible to have more  categories but this will need to introduce some changes in the code  If the user has detailed    10    information on urban morpohology is encouraged to create as many urban classes as he  needs to better represent the city is studying     The values of thermal properties and urban morphology for each urban class are defined in  URBPARM TBL  Several variables are common to UCM and BEP  while others are  specific only to BEP  Below is an example of the file  where the variables that are for BEP  or UCM are indicated      Urban Parameters depending on Urban type    USGS    Number of urban categories  3    Where there are multiple columns of values  the values refer  in    order  to  1  Commercial  2  High intensity residential  and 3  Low    intensity residential  I e   UCM  BEP    Index  1 2 3    Type  Commercial  Hi dens Res  Low dens Res    FS   FSF FS FH KF HK FH         ZR  Roof level  building height    m   UCM       ZR  10 0  7 5  5 0    11    H     ROOF WIDTH  Roof  i e   building  width   m   UCM     KWM Just made up some numbers for the time being   H    ROOF WIDTH  10 0  9 4  8 3           ROAD WIDTH  road width   m   UCM       KWM Just made up some numbers for the time being
8. e several numerical  layers within the urban canopy  The drawback of this approach is that the CPU time may  increase  For this reason  it is suggested to use BEP to reproduce past case studies  where  the CPU constraint is less important than for weather forecast  It is also expected that the  impact of BEP will be more relevant for air quality or urban climate studies  where the  behaviour of the atmosphere in the urban canopy is particularly important  because it is  where the people live   rather than for weather forecast studies     The files to modify to run WRF BEP are namelist input  and URBPARM TBL  see detailed  explanation below   If new urban classes are added  also the landuse file needs to be  modified accordingly  Respect to the single layer UCM  the only extra input needed is the  vertical distribution of building heights for each urban class  which should be included in  URBPARM TBL  see below   By default  there are no new outputs specific for BEP  The  impact of the scheme will be visible in the 3D temperature and wind fields  The 2m  temperature and 10m winds have been forced equal to the lowest model level This is  mainly for two reasons  a  Monin Obukhov Similarity Theory is not valid in the urban  canopy  so that it is impossible to derive the 2m and 10m values using the log law  b  to run  WRE BEP it is necessary to have a very high vertical resolution  5 10m   so that the  differences between the lowest model level value and the 2m and 10m values are 
9. expected  to be small     I  How to run WRF with BEP     namelist input    To run WRF with BEP  it is necessary to set the option sf urban physics 2 in the  namelist input file  Variable sf urban physics is a multidomain variable  so a value should  be set for each domain  Again it is suggested to use BEP only for the inner domains  with  horizontal resolution of the order of few kilometres or less  to save CPU time  We suggest    also using the 6  order filter  in order to avoid oscillations that may arise at the border of  the city where a strong change in roughness is present     At the moment  BEP has been coupled only with the NOAH land surface scheme  so it  works only with sf surface physics 2      Moreover  BEP works with two PBL schemes  MYJ  and BOULAC  Bougeault and  Lacarrere  1989   This latter has been recently implemented   option bl pbl phyiscs  8    Future plans are to couple BEP with YSU     If the standard USGS classes are used  there is only one urban class  landuse type  1   The  parameters of this class have been set equal to class 2  Hi density residential  in the  URBPARM TBL  see below      Alternatively you can add three extra urban classes  each one characterized by values of the  thermal properties of the materials  and of the urban morphology  see file  URBPARM TBL      In namelist input  the parameter num_urban_layer should be added in the physics section   This should be equal to  at least  the product of nz_um ndm nwr_u  set in  module sf bep F
10. grasses  Impervious surfaces account for less  than 20 percent of total cover  These areas most commonly include large lot single family  housing units  parks  golf courses  and vegetation planted in developed settings for  recreation  erosion control  or aesthetic purposes    22  Developed  Low Intensity   Includes areas with a mixture of constructed materials and  vegetation  Impervious surfaces account for 20 49 percent of total cover  These areas most  commonly include single family housing units     23  Developed  Medium Intensity   Includes areas with a mixture of constructed materials  and vegetation  Impervious surfaces account for 50 79 percent of the total cover  These  areas most commonly include single family housing units     24  Developed  High Intensity   Includes highly developed areas where people reside or  work in high numbers  Examples include apartment complexes  row houses and  commercial industrial  Impervious surfaces account for 80 to100 percent of the total cover     The following remapping procedure should be adopted    The land use categories 21 and 22 should be mapped to land use category 31   The land use category 23 should be mapped to 32  and   The land use category 24 should be mapped to 33     The procedure to download the data and the source code to change the data to the  compatible WPS format is described at    http   www mmm ucar edu people duda files how_to_hires html    There are 2 sample programs available at this site to process the N
11. hrough the introduction of the  two parameters vl and sf  which are the fraction of the volume cell not occupied by  buildings  v    and the fraction of surface  at the faces of the grid cell   not occupied by  buildings  sf  see eqn  21 in Martilli et al  2002      The equations are then modified as follows     1  cddz    sf  p K       Az    i    ol At             al    cddz   P   vl AZ   1 A  a2   1 4           cddz      eddz       A  At  Pr VI  Az    1 A  es   P   vi Az     The routine computes also diagnostically the vertical turbulent fluxes of momentum   WU TUR  WV_TUR WT TUR WQ TUR   These are 3D variables that are in the outputs   can be used for analysis of the PBL schemes  for example      2  How to use WRF with BEP  multilayer Urban Canopy Model      This document explains how to use the multilayer urban canopy model BEP implemented  in the meteorological model WRF     In a city  the sources sinks of heat  momentum  and turbulent kinetic energy are not  localized only at the surface  but they are vertically distributed in the whole urban canopy  layer  This is one of the reasons of the differences in the vertical structure of the Surface  Layer between cities and flat rural areas  The inclusion of BEP attempts to simulate this  effect  details about the formulation can be found in Martilli et al  2002      In order to get full advantage of the scheme it is necessary to run the model with a very  high vertical resolution  5 10m in the lowest levels   in order to hav
12. li  A   Clappier  A   and Rotach  M  W   2002    An urban surface exchange  parameterization for mesoscale models     Boundary Layer Meteorol   104  261 304     24    
13. s  A       b_u_bep   this is a 3D variable that brings the explicit part of the momentum sink  x   component   induced by the buildings  B     a_v_bep   this is a 3D variable that brings the implicit part of the momentum sink  y   component   induced by the buildings    b_v_bep   this is a 3D variable that brings the explicit part of the momentum sink  y   component   induced by the buildings    a t bep   this is a 3D variable that brings the implicit part of the potential temperature  source sink induced by the buildings    b_t_bep   this is a 3D variable that brings the explicit part of the potential temperature  source sink  induced by the buildings    a_q_bep   this is a 3D variable that brings the implicit part of the moisture source sink  induced by the buildings    b_q_bep   this is a 3D variable that brings the explicit part of the moisture source sink   induced by the buildings    a e bep   this is a 3D variable that brings the implicit part of the tke source sink induced  by the buildings    b_e_bep   this is a 3D variable that brings the explicit part of the tke source sink  induced  by the buildings    dig bep  dl u bep are length scales needed to estimate the impact of buildings on tke    sf bep  vl bep are the air surface and volume fraction  left by the buildings in the urban  canopy     References    Bougeault  P  and Lacarr  re  P  1989  Parameterization of orography induced turbulence  in a mesobeta scale model  Mon  Wea  Rev  117  1872 1890     23    Martil
14. st be 4  for now  UCM    18    DDZB  0 05  0 05  0 05  0 05          DDZG  Thickness of each ground  road  layer   m       This is currently NOT a function urban type  but a function   H of the number of layers  Number of layers must be 4  for now  UCM       DDZG  0 05  0 25  0 50  0 75           BOUNDR  Lower boundary condition for roof layer temperature   1  Zero Flux  2  T    Constant    UCM         BOUNDR  1           BOUNDB  Lower boundary condition for wall layer temperature   1  Zero Flux  2  T    Constant    UCM         BOUNDB  1    19      BOUNDG  Lower boundary condition for ground  road  layer temperature   1  Zero   Flux  2  T   Constant   UCM         BOUNDG  1           TRLEND  Lower boundary condition for roof temperature   K   UCM         TRLEND  293 00  293 00  293 00           TBLEND  Lower boundary temperature for building wall temperature   K   UCM         TBLEND  293 00  293 00  293 00           TGLEND  Lower boundary temperature for ground  road  temperature   K   UCM         TGLEND  293 00  293 00  293 00           Ch of Wall and Road   1  M O Similarity Theory  2  Empirical Form of Narita et al    1997  recommended    UCM    20    CH SCHEME  2         Surface and Layer Temperatures   1  4 layer model  2  Force Restore method   UCM       TS SCHEME  1           AHOPTION   0  No anthropogenic heating  1  Anthropogenic heating will be added to  sensible heat flux term   UCM       AHOPTION  0          Anthropogenic Heating diurnal profile  UCM     Multiplica
15. tion factor applied to AH  as defined in the table above   Hourly values   24 of them    starting at 01 hours Local Time   For sub hourly model time steps  value changes on the hour and is            held constant until the next hour           21    AHDIUPRE  0 16 0 13 0 08 0 07 0 08 0 26 0 67 0 99 0 89 0 79 0 74 0 73 0 75 0 76 0 82  0 90 1 00 0 95 0 68 0 61 0 53 0 35 0 21 0 18    Users are invited to adapt these values to their case   Initialization     The initial temperatures for wall roof and street are initialized in the subroutine   urban_var_init of the module_sf_urban F     The names of the variables are    TRB_URB4D   roof temperature   TW1 URBAD  and TW2_URB4D  wall temperatures  TGB_URB4D  street temperature     Note that the values of the initial temperature at the deepest level are kept constant for the  whole simulation     By default they are initialized with TSLB   2  Routines modified  The new urban scheme is in routine module sf bep F   Other routines modified are   in phys   module _ pbl driver F  module surface driver F  module sf noahdrv F  in dyn em     module first rk step partl F       start em F  3  New variables added in Registry  The source sinks induced by the buildings are written as     S   Ayu  B     22    Where can be an horizontal wind component  the potential temperature  or the moisture   The new variables added are     a u bep   this is a 3D variable that brings the implicit part of the momentum sink  x   component   induced by the building
16. ze the equation     lt  lip   C    t pa    pP 2  4Ac B  Oz    coe  l    Using the convention that n indexes indicate the time  lowercase    i    indicates the face of    the level  while UPPERCASE I indicates the center of the level  or     i 3    We have     er   Cy  _ l l p en   C  Ci Ci  At P  Az  i 1        p K  ae  A Cr   B     i   i    Since the density p is known at the center  it is interpolated at the faces  as follows        NE  PAZ   PAZ   i Az    AZ   Moreover     z    Az    Az   i 2    Then  defining a local variable to simplify the notation as    cddz    p K    i    The full equation can be rewritten as     GEC  A      i       cddz     Cui    C        cddz   c   Ci     A  Cre  B   At Pr Az     And re arranged as    1A 1 1 At  ae eddz C     01        cde    cddz      A ANC      LE ceddz  C     C   B  At    Pi Az  Pi OZ  Pi Az     This can be solved by inversion of a tridiagonal matrix                          a2 a3  ce   2   al  a2  a3  cC   2   al  a2  a3     c7     2    al  a2  a3  Crp    al   2    Ley eel    Where the lower diagonal is    Bin ie     Pi Az     The main diagonal    1A  a2   1            cddz      eddz      A  At    i      Pi XZ   The upper diagonal  ee ile   Pr Az     And the right hand side term  B   C   B At  The problem is solved by matrix inversion  using the subroutine    invert        If BEP is used  moreover  the air volume of the cell  without buildings   as well as the air  surface at the faces of the grid cell  are taken into account t
    
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