The document summarizes research on improving land cover input data for urban canopy and land surface models. It discusses:
1) A sensitivity analysis comparing National Agriculture Imagery Program (NAIP) and National Land Cover Database (NLCD) data products in the Weather Research and Forecasting (WRF) model.
2) A proposed method for incorporating high-resolution NAIP data to directly calculate areal fractions for the WRF Noah-mosaic land surface model, without needing urban fraction parameters.
3) Preliminary results showing NAIP input data produces up to 3°C cooler nighttime temperatures compared to default WRF values due to a reduced urban footprint from NAIP.
Call Girls Service Pune ₹7.5k Pick Up & Drop With Cash Payment 8005736733 Cal...
Improving input data for urban canopy and land surface models: a sensitivity analysis of NAIP versus NLCD data products
1. Improving input data for
urban canopy and land surface models:
a sensitivity analysis of NAIP versus NLCD data products
Stephen R. Shaffer
Agroclimatology Project Directors Meeting
Agriculture and Food Research Initiative AFRI
National Institute of Food and Agriculture NIFA
United States Department of Agriculture USDA
December 16-18, 2016
San Francisco, CA
2. Li et al. 2014
Incorporating high-resolution land cover data to
improve mixed agricultural and urban representation
NAIP NLCD
resolution 1-2 m 30 m
accuracy 92% 79-84%
availability 1 year 5 years
4. Single Layer Urban Canopy Layer
● Building morphology (shading/trapping), materials (thermal
conduction, fluxes)
● Sublayer modifications influence urban boundary layer
(momentum, moisture, heat)
● Additional forcings, e.g.,
○ AH, e.g. Sailor and Lu 2004
● Detailed physical processes of the land surface are
linked to observations of land-use and land-cover
● assumes a homogeneous canopy in grid cell/tile
Vtotal = furban Vurban + ( 1 - furban) Vnatural
“natural” vegetation (Noah LSM)
Chen et al. 2011, Chen and Dudhia 2001, Shaffer et al. 2016
Aggregation in WRF urban canopy and land surface models
“urban” (SLUCM)
5. The urban class grid-cell total now becomes the urban “tile” contribution.
The urban and natural contributions for urban tiles can be separated:
The “natural” class can be combined with it’s respective LCC, via an effective
areal fraction:
Modification to mosaic scheme aggregation
Vtotal = furban Vurban + ( 1 - furban) Vnatural
Vtotal = ∑c αc Vc
α”natural”eff,c=α”natural”,c+αurb,c(1-furb,c)
Dominant
Mosaic
Shaffer et al. 2016, Shaffer (In Prep.)
6. Aggregate Bin East-West
AggregateBinNorth-South
[%]
Figure 4
[Figure 4] Percent of NAIP class (here Impervious) at 30 m x
30 m kernel with 5 meter increment (box convolution), 30 m
was chosen to mimic NLCD resolution, 5 m increment
provides an ensemble for each 1m NAIP grid cell;
Figure 2
Longitude [deg]
Latitude[deg]
NAIP 1m 12 class
for WPHX-FT 1 km WRF grid cell
Step 1, binning
Proposed Method
1. Bin: [Figures 2 and 4]
1 m categorical to 30 m percent
Define: [Figures 2]
Impervious = Building + Road
2. Classify at 30 m: [Figure 5]
Urban Classes
Use NLCD definition: [Figures 4, 5]
Partition 30 m percent impervious (Ψ)
into NLCD developed classes[3],
and assign to WRF urban[6,1] classes:
3. Re-classify at 1 m: [Figure 6]
Assign most probable WRF class
to each 1 m NAIP grid cell
4. Aggregate to WRF grid: [Figures 8,10]
Direct from 1 m categorical to 1 km
areal fraction per class
𝓒 urb (Ψ) =
DOS, 0 < Ψ < 20 , Not used
DLI, 20 ≤ Ψ ≤ 49 , LIR
DMI, 50 ≤ Ψ ≤ 79 , HIR
DHI, 80 ≤ Ψ ≤ 100 , CIT
Shaffer (In Prep.)
7. Aggregate Bin East-West
AggregateBinNorth-South
Figure
5
East-West Position [m]
North-SouthPosition[m]
WRF Urban
Class
Merged NAIP
Class
Figure 6
Step 2, Classify at 30 m
Step 3, Re-classify at 1 m
[Figure 5] WRF urban class determined for each aggregate
bin in Figure 4, using NLCD definition but not using DOS;
[Figure 6] Identification of WRF urban class for 1m NAIP
impervious class (from Figure 3), with remaining NAIP classes
merged to lower-level classification[5];
Proposed Method
1. Bin: [Figures 2 and 4]
1 m categorical to 30 m percent
Define: [Figures 2]
Impervious = Building + Road
2. Classify at 30 m: [Figure 5]
Urban Classes
Use NLCD definition: [Figures 4, 5]
Partition 30 m percent impervious (Ψ)
into NLCD developed classes[3],
and assign to WRF urban[6,1] classes:
3. Re-classify at 1 m: [Figure 6]
Assign most probable WRF class
to each 1 m NAIP grid cell
4. Aggregate to WRF grid: [Figures 8,10]
Direct from 1 m categorical to 1 km
areal fraction per class
𝓒 urb (Ψ) =
DOS, 0 < Ψ < 20 , Not used
DLI, 20 ≤ Ψ ≤ 49 , LIR
DMI, 50 ≤ Ψ ≤ 79 , HIR
DHI, 80 ≤ Ψ ≤ 100 , CIT
Shaffer (In Prep.)
8. Step 4, aggregate to WRF grid
Figure 8
Proposed Method
1. Bin: [Figures 2 and 4]
1 m categorical to 30 m percent
Define: [Figures 2]
Impervious = Building + Road
2. Classify at 30 m: [Figure 5]
Urban Classes
Use NLCD definition: [Figures 4, 5]
Partition 30 m percent impervious (Ψ)
into NLCD developed classes[3],
and assign to WRF urban[6,1] classes:
3. Re-classify at 1 m: [Figure 6]
Assign most probable WRF class
to each 1 m NAIP grid cell
4. Aggregate to WRF grid: [Figures 8,10]
Direct from 1 m categorical to 1 km
areal fraction per class
𝓒 urb (Ψ) =
DOS, 0 < Ψ < 20 , Not used
DLI, 20 ≤ Ψ ≤ 49 , LIR
DMI, 50 ≤ Ψ ≤ 79 , HIR
DHI, 80 ≤ Ψ ≤ 100 , CIT
Figure 10
Shaffer (In Prep.)
WRF 1km grid for CAP-LTER study area,
zoomed to show Phoenix
[Figure 8] Total (of 3 classes) urban areal
fraction with reclassified NAIP.
[Figure 10] Dominant WRF land cover
class with urban classes derived from
NAIP within the CAP-LTER area. Non-
urban classes are derived from 1km
MODIS IGBP data.
9. Maps of WRF 1km grid for CAP-LTER study
area showing:
[Figure 7 and 8] Total (of 3 classes) urban areal
fraction with NLCD, and NAIP, respectively.
[Figure 9 and 10] Dominant WRF land cover
class with the NLCD based urban classes, and
replaced by NAIP within the CAP-LTER area,
respectively. Non-urban classes are derived
from 1km MODIS IGBP data.
Figure 7
Figure 10Figure 9
NLCD based
NAIP based
Shaffer (In Prep.)
Figure 8
10. Case
Areal
fraction
Urban fraction
1 (1b) NLCD WRF defaults
2 (2a) NLCD NAIP
3 (3) NAIP WRF defaults
4 (4a) NAIP NAIP
WRF-v3.6.1
4 nested domains centered on Phoenix, AZ
d01-d03: Noah + SLUCM 1-way
provide d04 LBC + IC
d04: Noah-mosaic LSM + SLUCM (cases)
Land cover: MODIS + NLCD or NAIP
furb,c= μ(p(Ψ|c)) as per Shaffer et al. 2016
Sensitivity Experiments
Shaffer et al. 2015, Shaffer et al. 2016, Shaffer (In Prep.)
Analysis:
d04 1km
17 June 2012 18Z to 20 June 2012 18Z
5-minute model output
Focus on 2-meter air temperature (for now)
time-averaged for 0000-0500 local time (nighttime)
d01 forcing:
Microphysics:
Radiation:
PBL-SLS:
NCEP FNL 1°, 6-hr, 26 levels
WSM-3
Dudhia + RRTM
YSU-MM5
11. NAIP urban fraction is lower than default WRF,
resulting in more “natural” contribution (open shrubland),
reducing nighttime temperature by ≈ 1 °C
Case
Areal
fraction
Urban fraction
1 (1b) NLCD WRF defaults
2 (2a) NLCD NAIP
3 (3) NAIP WRF defaults
4 (4a) NAIP NAIP
Shaffer (In Prep.)
“natural” class effective areal fraction
Effect from urban fraction derived using NAIP versus default WRF values, with NLCD α
α”natural”eff,c=α”natural”,c+αurb,c(1-furb,c)
12. Mixed increase and decrease with NAIP versus NLCD α in urban
core has mixed influence on temperature
Lower α rural fringe, shows a ≈1-3 °C decrease
Case
Areal
fraction
Urban fraction
1 (1b) NLCD WRF defaults
2 (2a) NLCD NAIP
3 (3) NAIP WRF defaults
4 (4a) NAIP NAIP
Shaffer (In Prep.)
“natural” class effective areal fraction
Effect from areal fraction derived using NAIP versus NLCD
α”natural”eff,c=α”natural”,c+αurb,c(1-furb,c)
13. Case
Areal
fraction
Urban fraction
1 (1b) NLCD WRF defaults
2 (2a) NLCD NAIP
3 (3) NAIP WRF defaults
4 (4a) NAIP NAIP
Again, NAIP shows a ≈1-3 °C decrease.
Shaffer (In Prep.)
“natural” class effective areal fraction
Effect from using NAIP versus NLCD
α”natural”eff,c=α”natural”,c+αurb,c(1-furb,c)
14. Case
Areal
fraction
Urban fraction
1 (1b) NLCD WRF defaults
2 (2a) NLCD NAIP
3 (3) NAIP WRF defaults
4 (4a) NAIP NAIP
“natural” class effective areal fraction
Using WRF derived furb with NAIP α show ≈ 1-3 °C influence
Shaffer (In Prep.)
Effect from urban fraction derived using NAIP versus default WRF values, with NAIP α
α”natural”eff,c=α”natural”,c+αurb,c(1-furb,c)
15. ● The Noah mosaic scheme was adapted for using effective areal fractions
● The proposed method with NAIP allows for direct calculation of areal fractions for the WRF
Noah-mosaic land surface model approach, without the need for urban fraction and “natural”
class parameters, with NAIP non-urban classes.
● Need to consider appropriateness of NLCD based urban class approach for this resolution data
(1 m) within current urban models, where front and back yard may change from LIR to HIR
based upon impervious fraction, yet the urban schemes assume unresolved homogeneous
canyons.
○ Are the aggregated fluxes correctly parameterized?
○ Are there more appropriate urban class definitions (e.g. Local Climate Zone Stewart and
Oke 2012)?
Conclusions
16. Conclusions
● Pre-monsoon summertime nocturnal 2-meter temperature differences demonstrate sensitivity to
input data source, showing that,
○ changing NLCD to NAIP to derive urban classes give a change of ≈ 1 °C owing to smaller
urban footprint
○ the reduced urban fraction of NAIP, especially in the rural fringe, shows a ≈1-3 °C change,
which remained consistent with changed urban class area
○ using default urban fraction versus from NAIP gives ≈ 1-2 °C change, both increase or
decrease depending on development density.
● Comparison with observations will be conducted, in addition to investigating “tuning” of additional
urban parameters, and deriving fractional contribution of non-urban classes from NAIP
● In preparation: additional input data products (i.e. Landsat), and classifications (i.e. NLCD40) are
being explored. These cases will be evaluated with WRF model predictions versus observations.
17. Fresno, CA Central Arizona Phoenix LTER Baltimore Ecosystem Study LTER
Study areas using National Agricultural Imagery Program data
Multiscale data development for integrated agricultural and urban applications
Fresno, CA
CAP-LTER
Central FL
BES-LTER
Detroit
19. Acknowledgements
High-performance computing support from Yellowstone (ark:/85065/d7wd3xhc) provided by the National
Center for Atmospheric Research's Computational and Information Systems Laboratory, sponsored by the
NSF, along with support from ASU Research Computing. This work is supported by grants: NSF DMS-
1419593, and USDA-NIFA 2015-67003-23508.
References
[1] Shaffer et al. 2016, doi:10.1175/JAMC-16-0027.1
[2] Homer et al. 2004, doi:10.14358/PERS.70.7.829.
[3] Yang et al. 2003, doi:10.5589/m02-098.
[4] Shaffer et al. 2015, doi:10.1175/JAMC-D-14-0051.1.
[5] Li et al. 2014, doi:10.1016/j.jag.2014.04.018.
[6] Loridan and Grimmond 2012 doi:10.1002/qj.963
[7] Wickham et al. 2013 doi:10.1016/j.rse.2012.12.001
[8] Friedl et al. 2002 doi:10.1016/S0034-4257(02)00078-0
Shaffer (In Preparation) Material presented herein
20.
21. Earth System Models-3: Physics-Based Predictive Modeling
for Integrated Agricultural and Urban Applications
Alex Mahalov (PI), ASU
Mohamed Moustaoui (Co-PI), ASU
B.L. Turner II (Co-PI), ASU
Matei Georgescu (Co-PI), ASU
Carola Grebitus (Co-PI), ASU
Stephen Shaffer, ASU
Xiaoxiao Li, ASU
Francisco Salamanca, ASU
Jailun Li, ASU
Meng Wang, ASU
Ioannis Kamarianakis, ASU
Fei Chen, NCAR
Michael Barlage, NCAR
Rachel Melnick, USDA, NIFA
Jointly funded by NSF, USDA, and NIFA
USDA-NIFA 2015-67003-
23508
NSF DMS-1419593
24. Development of the Integrated WRF-Urban-Crop model
● Quantify complex hydro-climate-soil-crop interactions
○ Essential for supporting agricultural management strategies and
policy decisions at multiple scales:
global continental local farm/urban
● Apply to investigations within mixed developed urban regions.
Image Sources: goes.gsfc.nasa.gov, climate.gov, maps.google.com
Notas do Editor
See text of Chen et al. 2011:
2.2. Bulk urban parameterization
The WRF V2.0 release in 2003 included a bulk urban
parameterization in Noah using the following parame-
ter values to represent zero-order effects of urban sur-
faces (Liu et al., 2006): (1) roughness length of 0.8 m
to represent turbulence generated by roughness ele-
ments and drag due to buildings; (2) surface albedo of
0.15 to represent shortwave radiation trapping in urban
canyons; (3) volumetric heat capacity of 3.0 J m
−3
K
−1
for urban surfaces (walls, roofs, and roads), assumed
as concrete or asphalt; (4) soil thermal conductivity of
3.24 W m
−1
K
−1
to represent the large heat storage
in urban buildings and roads; and (5) reduced green-
vegetation fraction over urban areas to decrease evap-
oration. This approach has been successfully employed
in real-time weather forecasts (Liu et al., 2006) and to
study the impact of urbanization on land–sea breeze cir-
culations (Lo et al., 2007).
2.3. Single-layer urban canopy model
The next level of complexity incorporated uses the
single-layer urban canopy model (SLUCM) developed
by Kusaka et al. (2001) and Kusaka and Kimura (2004).
It assumes infinitely-long street canyons parameterized
to represent urban geometry, but recognizes the three-
dimensional nature of urban surfaces. In a street canyon,
shadowing, reflections, and trapping of radiation are
considered, and an exponential wind profile is prescribed.
Prognostic variables include surface skin temperatures
at the roof, wall, and road (calculated from the surface
energy budget) and temperature profiles within roof, wall,and road layers (calculated from the thermal conduction
equation). Surface-sensible heat fluxes from each facet
are calculated using Monin–Obukhov similarity theory
and the Jurges formula (Figure 2). The total sensible
heat flux from roof, wall, roads, and the urban canyon is
passed to the WRF–Noah model as Q
Hurb
(Section 2.1).
The total momentum flux is passed back in a similar
way. SLUCM calculates canyon drag coefficient and
friction velocity using a similarity stability function for
momentum. The total friction velocity is then aggregated
from urban and non-urban surfaces and passed to WRF
boundary-layer schemes. AH and its diurnal variation are
considered by adding them to the sensible heat flux from
the urban canopy layer. SLUCM has about 20 parameters,
as listed in Table I.
2.4. Multi-layer urban canopy (BEP) and
indoor–outdoor exchange (BEM) models
Unlike the SLUCM (embedded within the first model
layer), the multi-layer UCM developed by Martilli et al.
(2002), called BEP for building effect parameterization,
represents the most sophisticated urban modelling in
WRF, and it allows a direct interaction with the PBL
(Figure 2). BEP recognizes the three-dimensional nature
of urban surfaces and the fact that buildings vertically dis-
tribute sources and sinks of heat, moisture, and momen-
tum through the whole urban canopy layer, which sub-
stantially impacts the thermodynamic structure of the
urban roughness sub-layer and hence the lower part of
the urban boundary layer. It takes into account effects of
vertical (walls) and horizontal (streets and roofs) surfaces
on momentum (drag force approach), turbulent kinetic
energy (TKE), and potential temperature (Figure 2). The
radiation at walls and roads considers shadowing, reflec-
tions, and trapping of shortwave and longwave radi-
ation in street canyons. The Noah–BEP model has
been coupled with two turbulence schemes: Bougeault
and Lacarr
`
ere (1989) and Mellor–Yamada–Janjic (Jan-
jic, 1994) in WRF by introducing a source term in the
TKE equation within the urban canopy and by modify-
ing turbulent length scales to account for the presence
of buildings. As illustrated in Figure 3, BEP is able to
simulate some of the most observed features of the urban
atmosphere, such as the nocturnal urban heat island (UHI)
and the elevated inversion layer above the city.
To take full advantage of BEP, it is necessary to
have high vertical resolution close to the ground (to
have more than one model level within the urban
canopy). Consequently, this approach is more appropriate
for research (when computational demands are not a
constraint) than for real-time weather forecasts.
In the standard version of BEP (Martilli et al., 2002),
the internal temperature of the buildings is kept con-
stant. To improve the estimation of exchanges of energy
between the interior of buildings and the outdoor atmo-
sphere, which can be an important component of the
urban energy budget, a simple building energy model
(BEM; Salamanca and Martilli, 2010) has been developed
and linked to BEP. BEM accounts for the (1) diffusion
of heat through the walls, roofs, and floors; (2) radiation
exchanged through windows; (3) longwave radiation
exchanged between indoor surfaces; (4) generation of
heat due to occupants and equipment; and (5) air con-
ditioning, ventilation, and heating. Buildings of several
floors can be considered, and the evolution of indoor
air temperature and moisture can be estimated for each
floor. This allows the impact of energy consumption due
to air conditioning to be estimated. The coupled BEP
+ BEM has been tested offline using the Basel UrBan
Boundary-Layer Experiment (Rotach et al., 2005) data.
Incorporating building energy in BEP + BEM signifi-
cantly improves sensible heat-flux calculations over using
BEP alone (Figure 4). The combined BEP + BEM has
been recently implemented in WRF and is currently being
tested before its public release in WRF V3.2 in Spring
2010.
Also add,
Economics and consumer demand models, socioeconomic factors, food/nutrition access/security/desert, water rights and resources, lifestyle/activity/health/metabolism,
GLADE - GLobally Accessible Data Environment
HPSS - High Performance Storage System
Why do we need these resources? Describe the computational problem, atmospheric model, model output data, processing and comparison with observations
https://www2.cisl.ucar.edu/sites/default/files/users/bjsmith/Yellowstone_environment_2014.png
look into converting data from http://goes.gsfc.nasa.gov/goeseast/fulldisk/3band_color/ into an animated gif for this slide.
From Fei Chen’s slide
new global image from http://www.goes.noaa.gov/FULLDISK/GEIR.JPG