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P3 “Green infrastructure and Microclimate”
Confirmation of PhD Candidature
Darien Pardiñas Díaz
Supervisors:
Jason Beringer, Nigel Tapper and Matthias Demuzere
Evaluating the cooling effectiveness of
green infrastructure as a heat
mitigation strategy
• Motivation
• Knowledge gaps and research questions
• Research objectives and approach explained
• Summary
• Progress today and timetable
Structure
Motivation: The Problem
EHE
Anthropogenic
Heat
CO, SO2, NOx, PM generation
from fossil fuel combustion
Indoor
Cooling
NOX and VOC → O3
Positive
feedback
ENERGY
DEMAND
REDUCED
HUMAN HEALTH
AND COMFORT
Urban planning policies
and regulations
RAPID &
UNPLANNED
URBANISATION
AIR
POLLUTION
Urbanisation will continue in the next decades
Look for long-term solutions to
minimise the negative impacts of
urbanisation in climate
Motivation: Solutions and Challenges
?
Urban forestry have proven to be a
cost-effective way to reduce urban
temperatures
Challenges associated:
 Implementation of UHI MS demands
initiative and important investments
 Climate benefits of a particular MS are
difficult to quantify because they depends on
many factors difficult to consider in depth
UCM, RS and GIS techniques
can help us to ensure that
implementation practices
report MAX benefits AT the
MIN costs.
There are a range of technologies that can
be applied to reduce the UHI intensity
Climatic benefits (cooling) of UHI MS based on vegetation depends on:
 Extent and scale of implementation
 Spatial arrangement of existing urban features
 Geographic zone and regional climate (rainfall, humidity,
temperatures, etc.)
 Vegetation is irrigated or not
-Results should not be extrapolated across scales or different cities
-Climate knowledge has to be in correspondence with the spatial scale
and scope of urban planning actions
Limitation of previous studies
 Time scales studied do not always satisfies the long-term climate
information that urban planners and policy-makers often demand
 Rough estimates of land surface changes are usually employed in
urban climate runs → Unrealistic MS
Knowledge gaps
How effective is the urban forestry as a heat mitigation
strategy at local scale and how this effectiveness varies
spatially and temporally in Australian cities?
1. How well can urban climate models simulate the observed climate? Can daily and
seasonal climate be reproduced well at different densities of urbanisation? How
sensitive is the model to prescribed vegetation cover parameters?
2. What is the current LULC of the urban landscape and what are the opportunities for
implementation of urban forestry, considering urban physical constraints?
3. How much cooling can be achieved by extensive implementation of urban forestry as
a heat MS? Is the urban forestry a viable alternative for cooling under different
climatic conditions?
 Assess how the cooling effectiveness varies among different seasons of the year and in EHE
 Assess the cooling effectiveness across periods of different rainfall regimens
 Compare the cooling effectiveness in two cities of different climate characteristics.
 Develop case studies in support of forestation programs (“Greening the West”)
Research Questions
Summary of the Research Approach
Melbourne
&
Brisbane
UCM/LSM
validation,
sensitivity
and
selection
Surface
parameterisation
K↓, L↓,
Ta, Qa, Psurf,
Ws, Rainfall
Current LC
maps
T [°C]
Modified LC
maps
Planning
zones
T [°C]
Cooling
[°C]
Mitigation
Strategies
Remote
Sensing
OBJECTIVE 1
UC/LSM
UC/LSM
OBJECTIVE 2
OBJECTIVE 3
City-wide simulations
Atmospheric Forcing
Model
outputs
OBJECTIVE 1
To evaluate the ability of existing models as a tool to
assess cooling from heat mitigation strategies.
Urban climate models have strengths and weakness that need to
be considered when employing them in particular urban climate
problems
Objective 1: Validation sites
Preston Armadale Surrey Hills
Geometrical parameters:
Building height
Wall-to-plan area ratio ~ h/w
Roof fraction
Roughness length
Radiation Parameters:
Albedo for roof, wall and roads
Emissivity for roof, wall and roads
Thermal parameters:
Volumetric heat capacity of roof, walls and roads.
Thermal conductivity of roof, walls and roads.
Vegetation Parameters:
Natural surface fractions of trees and grass
Monthly green vegetation fraction, LAI, roughness
length and emissivity
Shortwave and NIR albedos
Minimum stomatal resistance
Root depths and distribution
Etc.
Soil parameters:
Soil texture (% of clay and sand)
Slope index
1-furb
furb
Objective 1: Simulation results (Preston)
TEB_GARDEN vs. SLUCM_NOAH
Summer Autumn Winter Spring
Objective 1: Performance when Tmax > 35°C
Sensible Heat (QH) [W/m2] Latent Heat (QE) [W/m2]
TEB_GARDEN TEB_ISBA SLUCM_NOAH TEB_GARDEN TEB_ISBA SLUCM_NOAH
σobs 111.6 111.6 111.6 66.4 66.4 66.4
σmod 146.7 174.6 126.2 41.3 30.5 60.1
MBE 19.2 34.9 -1.9 -15.4 -23.5 -1.2
RMSE 52.7 80.4 39.8 42.3 50.5 34.9
RMSES 35.4 66.8 8.6 35.6 47.5 15.3
RMSEU 39.0 44.8 38.9 22.9 17.2 31.4
R2 0.93 0.93 0.90 0.69 0.68 0.73
8 days, 206 flux
samples selected
During daytime
It seems that the performance of
SLUCM_NOAH is significantly
better during daytime
 The performance is similar in general but it varies across the seasons of the year and
time of the day.
 Systematic underestimation of QE in most seasons:
 Surface parameters for vegetated surfaces could be improved (e.g. z0 in urban
conditions etc.);
 Although Melbourne was under Stage 1 water restriction (Coutts et at. 2007) no
irrigation whatsoever was considered.
 Patchy vegetation may transpires at a relative higher rate than a completely
vegetated surface (Offerle et al. 2006). Vegetation is really patchy in Preston.
Objective 1. Preliminary remarks
 Validate models in Armadale and Surrey Hills
 Sensitivity to vegetation parameters
(evapotranspiration)
Select the most appropriate model
configuration to estimate cooling
OBJECTIVE 2
To obtain the current LC data suitable for climate
modelling and to derive realistic UHI MS based on
urban forestry
The spatial heterogeneity of the urban landscape requires very high
resolution LC information to estimate the implementation
opportunities of MS.
Objective 2: Derivation of LC fractions
High resolution land cover
data (small area)
Multi-spectral Remote Sensing
Imagery (Landsat TM)
900
m
Objective 2: Accuracy of LC estimation
Site Cover Type
Expert
Classification
Manual
Classification
Average
Landsat TM
classification
Armadale
(37°51’S
145°1’E)
Trees 0.21 0.19 0.20 0.20
Grass 0.18* 0.11 0.15 0.15
Impervious 0.61 0.70 0.67 0.65
Preston
(37°43’S
145°0’E)
Trees 0.29 0.16 0.23 0.18
Grass 0.11 0.2 0.15 0.18
Impervious 0.60 0.64 0.62 0.64
Surrey Hills
(37°49’S
145°5’E)
Trees 0.27 0.31 0.29 0.34
Grass 0.19 0.16 0.18 0.18
Impervious 0.52 0.54 0.53 0.48
Tree cover Impervious cover Grass cover
30m 60m 900m 30m 60m 900m 30m 60m 900m
Pearson’s r 0.788 0.794 0.968 0.827 0.830 0.989 0.742 0.744 0.926
MAE 0.068 0.017 0.014 0.121 0.030 0.023 0.100 0.025 0.028
MBE 0.000 0.000 -0.004 0.001 0.000 0.01 0.001 0.000 -0.006
In City of Melbourne (LGA)
In flux tower sites (radius 500m)
Objective 2. Derivation of MS based on vegetation
Current Land cover Maps
Modified Land cover Maps(Mitigation)
Analysis by planning zones to derive ‘realistic’ mitigation scenarios
based on feasible increases of the amount of vegetation in urban areas
No. Planning zone classes
Total cover
fraction
Tree cover
(%)
Grass cover
(%)
Impervious
cover (%)
1 Business zone 4.6 % 9.0 15.9 75.1
2 Industrial zone 10.4 % 13.1 19.6 67.3
3 Low density residential zone 4.0 % 36.0 32.4 31.6
4 Public parks / Recreational zones 7.3 % 24.1 40.3 35.6
5 Public use zones 1.7 % 15.6 27.6 56.8
6 Road zone 4.8 % 21.9 22.2 55.9
7 Rural use zone 13.4 % 35.4 37.5 27.1
8 Residential zone 48.5 % 24.1 22.4 53.5
9 Special use zones 4.3 % 15.6 36.0 48.4
Water bodies 1.0 % - - -
Objective 2. Derivation of mitigation scenarios
… …
Original LC Modified LC
More
vegetated
Least
vegetated
Planning
zone pi
OBJECTIVE 3
To understand how the cooling from vegetation
varies at different spatial and temporal scales.
Run city-wide simulations in Melbourne and
Brisbane. Process simulation outputs to answer
the main research question
City-wide, long-term simulations of the current and improved urban
climate can provide the data to understand how the cooling
effectiveness varies across different spatial and temporal scales of
the urban climate
Surface parameterisation (city wide simulations)
Current cover fractions
Water bodies
Impervious
Deciduous
Evergreen
Grass
Modified cover fractions
Water bodies
Impervious
Deciduous
Evergreen
Grass
Radiation and thermal parameter Units Symbol Source
Layers thickness for roof, wall and road [m] Δzi, i = 1:4 Defaults from Loridan et al. (2011)
Albedo for roof, wall, and road [-] αroof, αwall, αroad Defaults from Loridan et al. (2011)
Emissivity for roof, wall, and road [-] εroof, εwall, εroad Defaults from Loridan et al. (2011)
Volumetric heat capacity for roof, wall and road [MJ/K/m3] croof, cwall, croad Defaults from Loridan et al. (2011)
Thermal conductivity for roof, wall and road [W/K/m] λroof, λwall, λroad Defaults from Loridan et al. (2011)
Geometrical parameters
Mean building height [m] h From urban planning zones aggregation
Roof width [m] r From urban planning zones aggregation
Road width [m] w From urban planning zones aggregation
Roughness length for momentum [m] z0town From urban planning zones aggregation
Vegetation parameter Units Symbol Source
Green fraction [fraction] σf (monthly) Time varying remote sensing NDVI and cover fractions
Leaf area Index [m2/m2] LAI (monthly) Profiles from literature adjusted to southern hemisphere
Roughness length for
momentum
[m] z0 (monthly) Tree height by planning zones and seasonal considerations
Shortwave albedo [-] αveg (monthly) Literature review
Emissivity [-] εveg (monthly) Literature review
Minimum stomatal
resistance
[s/m] RSmin Literature review
Soil class [-] Soil Harmonized Wold Soil Database
Slope class [-] Slope WRF default global dataset
Deep soil temperature [K] Tbot WRF default global dataset
Cells of 900m
City-wide Atmospheric Forcing data
Melbourne Brisbane
K↓, L↓,
Psfc, Tzref, Qzref,
Wspd,
Rainfall
 Select surface station that have 30m meteorological data in the domain of interest and fill
single 30-min gaps
 Gap filling using the nearest station in the period of interest
 Derive K↓, L↓ using cloud cover, T2m and Q2m (NARP parameterisation)
 Complement Rainfall with daily outputs from AWAP dataset
 Adjustment of forcing Tair and Qair at the forcing height zref = 40 m form T2m and Q2m by an
iterative process based on bias correction (Lemonsu 2009)
30 years @ 30 min
 Urban forestry is an effective way to mitigate heat in urban
areas but its effectiveness needs to be quantified in
Australian cities
 The cooling effectiveness of UHI MS depends of several
spatial and temporal factors
 UCM/LSM can help to quantify the cooling effectiveness
of heat mitigation scenarios but their fit-to-purpose should
be assured.
 Modifications in the landscape as a result of UHI MS must
be represented as accurately as possible considering
urban physical constrains
Summary
Planning (Jun 2011-Apr 2012)
 Literature review (70%)
 Assimilation of models and set-up (100%)
 Data request (90%)
 Writing of the CoC report (100%)
Objective 1 (Dec 2011-Mar 2013)
 Validate of an UCM/LSM pair (80%)
 Assess the fit-to-purpose as a heat mitigation
strategy assessment tool (20%)
 Publish relevant results (0%)
Objective 2 (Dec 2011-Mar 2013)
 Derivation of current land cover (Melbourne
only) (95%)
 Derivation of heat mitigation scenarios (25%)
 Surface parameterisation for baseline and
scenarios (0%)
 Publish relevant results (20% -> ICUC8 Dublin
2012)
Objective 3 (Jun 2012-Dec 2013)
 Prepare forcing data to run city-scale climate
simulations in Melbourne and Brisbane (10%)
 Perform grid-based simulations with current
and modified landscapes for the domains of
Melbourne and Brisbane (0%)
 Analyse model outputs to respond research
questions related (0%)
 Run proposed neighbourhood cases (0%)
 Publication of results and thesis writing (0%)
Thesis revision and
submission
(Jan 2014 – May 2014)
Progress today and time frames
THANK YOU!
Questions?
Objective 1. Urban Canopy / Land Surface Models
Q* + QF = QH + QE + ΔQS [W/m2]
Urban canopy model ≈ urban energy balance
fgarden
froadfroof
za
zT
zR
Ta
TS garden
TS wallTS wall
TS road
TS roof
Tcanyon
Ti bld
Tcell = furbTurb + (1 – furb)Tnature
Soil hydrology and thermodynamics
Direct evaporation from soil and canopy
Evapotranspiration
Radiation trapping in the canyon
Heat storage by the urban fabric
Anthropogenic heat release, etc.
Objective 1: Parameters prescription
Monthly LAI [m2/ m2]
αnir
[-]
αvis
[-]
RSmin
[s/m
]
Jan Feb
Ma
r
Apr May Jun Jul Aug Sep Oct Nov Dec
Deciduous trees 4.2 4.8 5.6 4.4 2.4 1.8 1.5 1.2 1.1 2.2 3.1 3.5 0.25c 0.05c 100c
Evergreen tress 3.2a 3.2 3.2 3.2 3.2 3.2 3.2 3.2 3.2 3.2 3.2 3.2 0.45d 0.12d 250ac
Grass 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 0.3c 0.1c 40bc
a Value taken from Peel et al. (2005)
b Values taken from Lynn et al. (2009)
c Default values in ECOCLIMAP-II natural parameters for such cover type (Champeaux, Masson et al. 2005)
d Average taken from Figure 3 in Lewis (2002) for Eucalyptus spp. and Acacia spp. spectral profile.
Australian native
and exotic trees
Thermal parameters
of urban materials
Most evergreen tree are native (Eucalyptus and Acacias spp.) (Frank 2006)
 Models’ performance has been found to be similar in general
 The integrated approach (TEB_GARDEN) did not report any evident improvement.
 Geometries of residential areas in Melbourne do not form well defined urban
canyons
 Systematic underestimation of QE in most seasons:
 Surface parameters for vegetated surfaces could be improved (e.g. z0 in urban
conditions etc.);
 Although Melbourne was under Stage 1 water restriction (Coutts et at. 2007) no
irrigation whatsoever was considered.
 Patchy or sparse vegetation transpires at a relative higher rate than a completely
vegetated surface (Offerle et al. 2006). Vegetation is really patchy in Preston.
Objective 1. Preliminary remarks
 Validate models in Armadale and Surrey Hills
 Select the most appropriate model configuration for
cooling calculation
Objective 1: Model comparison (Preston)
TEB_GARDEN TEB_ISBA SLUCM_NOAH
K↑ L↑ QH QE K↑ L↑ QH QE K↑ L↑ QH QE
Summer (Nobs = 689)
σobs 51.8 40.4 110.8 61.6 51.8 40.4 110.8 61.6 51.8 40.4 110.8 61.6
σmod 58.4 53.2 140.4 53.2 67.2 50.7 151.5 50.0 52.4 61.6 127.3 47.7
MBE 4.7 4.2 17.4 -8.5 13.3 -0.2 20.6 -13.1 -0.1 6.9 3.7 -5.5
RMSE 9.9 16.8 60.2 56.8 21.1 14.0 68.5 58.7 3.5 25.9 43.2 49.6
RMSES 7.8 12.3 25.4 34.6 20.1 9.2 35.5 39.4 0.5 20.2 10.1 32.5
RMSEU 6.1 11.4 54.5 45.1 6.4 10.6 58.6 43.5 3.4 16.2 42.0 37.4
R2 0.99 0.95 0.85 0.28 0.99 0.96 0.85 0.24 1.00 0.93 0.89 0.38
Autumn (Nobs =785)
σobs 27.1 27.2 48.4 27.1 27.1 27.2 48.4 27.1 27.1 27.2 48.4 27.1
σmod 28.4 34.6 56.1 23.6 34.3 34.2 58.4 26.2 26.9 37.3 61.4 17.3
MBE 0.2 2.3 -0.7 -4.8 3.8 0.3 -3.4 -3.3 -0.5 -1.5 -1.2 -6.9
RMSE 3.5 10.5 25.5 23.4 8.6 9.8 26.5 24.1 1.9 14.5 26.6 22.5
RMSES 1.1 6.9 1.7 13.8 7.9 6.1 5.2 11.9 0.6 8.3 7.6 17.9
RMSEU 3.3 8.0 25.5 18.9 3.5 7.6 26.0 20.9 1.8 11.8 25.5 13.7
R2 0.99 0.95 0.79 0.36 0.99 0.95 0.80 0.36 1.00 0.90 0.83 0.38
Winter (Nobs = 596)
σobs 23.1 14.2 45.9 29.4 23.1 14.2 45.9 29.4 23.1 14.2 45.9 29.4
σmod 24.2 19.8 47.9 29.8 29.4 19.1 46.0 33.3 23.1 23.7 53.7 17.6
MBE 0.5 4.0 2.6 -2.6 4.1 2.2 -2.6 0.8 -0.1 0.3 3.7 -9.8
RMSE 2.8 8.6 19.1 30.0 7.9 7.4 18.1 30.6 1.5 10.8 18.6 26.5
RMSES 1.1 6.2 3.1 15.0 7.3 4.7 4.3 11.8 0.2 8.6 6.0 22.1
RMSEU 2.6 6.0 18.8 25.9 2.9 5.7 17.6 28.2 1.4 6.6 17.6 14.7
R2 0.99 0.91 0.85 0.24 0.99 0.91 0.85 0.28 1.0 0.92 0.89 0.3
Spring (Nobs = 622)
σobs 43.7 35.0 93.0 59.0 43.7 35.0 93.0 59.0 43.7 35.0 93.0 59.0
σmod 48.0 43.4 105.6 50.7 55.8 41.8 103.7 55.4 43.5 51.0 101.5 43.7
MBE 1.8 4.0 8.7 -14.6 7.9 0.8 1.7 -9.4 -0.8 5.1 6.2 -16.3
RMSE 7.2 12.0 37.8 45.5 15.2 10.0 34.8 43.7 3.0 20.1 31.6 38.6
RMSES 4.4 8.6 10.7 27.6 14.2 6.0 5.2 21.2 0.8 15.2 7.2 28.8
RMSEU 5.7 8.3 36.3 36.2 5.4 8.0 34.4 38.2 2.9 13.1 30.8 25.7
R2 0.99 0.96 0.88 0.49 0.99 0.96 0.89 0.52 1.00 0.93 0.91 0.65
 For every urban planning zone class 𝑝𝑖:
 Calculate the cover fractions intersected with a grid of resolution X.
 Given a function y(ftree, fgrass) that weighs the cooling obtainable from grass and trees
fractions, sort the land cover composition by y.
 Given a threshold of implementation (𝜆 𝑝 𝑖
) [0..1] obtain the land cover composition
𝑓𝑡𝑟𝑒𝑒, 𝑓𝑔𝑟𝑎𝑠𝑠
𝜆 𝑝 𝑖
for every given class whose position in the sorted array divided by
the number of samples is equal to 𝜆 𝑝 𝑖
.
 Replace the existing land cover composition on every cell of which 𝑦 𝑓𝑡𝑟𝑒𝑒, 𝑓𝑔𝑟𝑎𝑠𝑠 <
𝑦 𝑓𝑡𝑟𝑒𝑒, 𝑓𝑔𝑟𝑎𝑠𝑠
𝜆 𝑝 𝑖
 Aggregate the modified cover fractions back to the urban climate model resolution.
Objective 2. Derivation of mitigation scenarios
y(ftree, fgrass) = βftree + fgrass
… …
Original Modified
More
vegetated
Least
vegetated
Business
zone
Seasonal parameters of vegetation are important in
simulations of long periods.
Deciduous species of occupy an significant percentage of
the total urban forestry (Frank 2006)
Assume that evergreen trees and grass present similar
properties during all seasons, then estimate
fexotic = α(NDVIleaf-on – NDVIleaf-off)
Better than assuming the same fraction
of deciduous trees city wide
Objective 2. Seasonal variability of vegetation
parameters
 Parameters with ambiguous definitions have to be
prescribed (e.g. h/w)
Objective 1. Models limitations and data uncertainties
 Validate models in Armadale and Surrey Hills
 Make further analysis of performance to determine the
causes of limitations (e.g. underrated QE)
 Test other vegetation approaches (NOAH-MP Ball
Berry)
 Sensitivity analysis to vegetation parameters
Selection of the most appropriate model
configuration for cooling calculation
Objective 1. Next steps
Surface Parameterisation
32
Geometrical parameters:
Mean Building height [m]
Wall-to-plan area ratio [-] ~ h/w
Roof fraction [-]
Roughness length [m]
Radiation Parameters:
Albedo for roof, wall and roads [-] ~0.1 – 0.2
Emissivity for roof, wall and roads [-] ~0.85 – 0.98
Thermal parameters:
Volumetric heat capacity of roof, walls and roads.
Thermal conductivity of roof, walls and roads.
Vegetation Parameters:
Vegetation fractions of trees and grass[-]
Monthly green vegetation fraction [-]
Monthly LAI [m2/m2]
Monthly roughness length [m]
Monthly emissivity [-]
Shortwave and NIR albedos
Minimum stomatal resistance [s/m]
Other curve-fitting parameters (RGL, HS, …)
Soil parameters:
Parameters derived from the soil texture
fimperv
fpervious
33
 Preston Site (2004):
 Impervious fraction:
62% → 50%
 Tree fraction:
23% → 40%
 Grass fraction:
15% → 10%
 Significantly dry
summer (33mm in
the period assessed)
 Discussion of scales
Cooling effectiveness calculation

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PhD Confirmation of Candidature

  • 1. P3 “Green infrastructure and Microclimate” Confirmation of PhD Candidature Darien Pardiñas Díaz Supervisors: Jason Beringer, Nigel Tapper and Matthias Demuzere Evaluating the cooling effectiveness of green infrastructure as a heat mitigation strategy
  • 2. • Motivation • Knowledge gaps and research questions • Research objectives and approach explained • Summary • Progress today and timetable Structure
  • 3. Motivation: The Problem EHE Anthropogenic Heat CO, SO2, NOx, PM generation from fossil fuel combustion Indoor Cooling NOX and VOC → O3 Positive feedback ENERGY DEMAND REDUCED HUMAN HEALTH AND COMFORT Urban planning policies and regulations RAPID & UNPLANNED URBANISATION AIR POLLUTION Urbanisation will continue in the next decades Look for long-term solutions to minimise the negative impacts of urbanisation in climate
  • 4. Motivation: Solutions and Challenges ? Urban forestry have proven to be a cost-effective way to reduce urban temperatures Challenges associated:  Implementation of UHI MS demands initiative and important investments  Climate benefits of a particular MS are difficult to quantify because they depends on many factors difficult to consider in depth UCM, RS and GIS techniques can help us to ensure that implementation practices report MAX benefits AT the MIN costs. There are a range of technologies that can be applied to reduce the UHI intensity
  • 5. Climatic benefits (cooling) of UHI MS based on vegetation depends on:  Extent and scale of implementation  Spatial arrangement of existing urban features  Geographic zone and regional climate (rainfall, humidity, temperatures, etc.)  Vegetation is irrigated or not -Results should not be extrapolated across scales or different cities -Climate knowledge has to be in correspondence with the spatial scale and scope of urban planning actions Limitation of previous studies  Time scales studied do not always satisfies the long-term climate information that urban planners and policy-makers often demand  Rough estimates of land surface changes are usually employed in urban climate runs → Unrealistic MS Knowledge gaps
  • 6. How effective is the urban forestry as a heat mitigation strategy at local scale and how this effectiveness varies spatially and temporally in Australian cities? 1. How well can urban climate models simulate the observed climate? Can daily and seasonal climate be reproduced well at different densities of urbanisation? How sensitive is the model to prescribed vegetation cover parameters? 2. What is the current LULC of the urban landscape and what are the opportunities for implementation of urban forestry, considering urban physical constraints? 3. How much cooling can be achieved by extensive implementation of urban forestry as a heat MS? Is the urban forestry a viable alternative for cooling under different climatic conditions?  Assess how the cooling effectiveness varies among different seasons of the year and in EHE  Assess the cooling effectiveness across periods of different rainfall regimens  Compare the cooling effectiveness in two cities of different climate characteristics.  Develop case studies in support of forestation programs (“Greening the West”) Research Questions
  • 7. Summary of the Research Approach Melbourne & Brisbane UCM/LSM validation, sensitivity and selection Surface parameterisation K↓, L↓, Ta, Qa, Psurf, Ws, Rainfall Current LC maps T [°C] Modified LC maps Planning zones T [°C] Cooling [°C] Mitigation Strategies Remote Sensing OBJECTIVE 1 UC/LSM UC/LSM OBJECTIVE 2 OBJECTIVE 3 City-wide simulations Atmospheric Forcing Model outputs
  • 8. OBJECTIVE 1 To evaluate the ability of existing models as a tool to assess cooling from heat mitigation strategies. Urban climate models have strengths and weakness that need to be considered when employing them in particular urban climate problems
  • 9. Objective 1: Validation sites Preston Armadale Surrey Hills Geometrical parameters: Building height Wall-to-plan area ratio ~ h/w Roof fraction Roughness length Radiation Parameters: Albedo for roof, wall and roads Emissivity for roof, wall and roads Thermal parameters: Volumetric heat capacity of roof, walls and roads. Thermal conductivity of roof, walls and roads. Vegetation Parameters: Natural surface fractions of trees and grass Monthly green vegetation fraction, LAI, roughness length and emissivity Shortwave and NIR albedos Minimum stomatal resistance Root depths and distribution Etc. Soil parameters: Soil texture (% of clay and sand) Slope index 1-furb furb
  • 10. Objective 1: Simulation results (Preston) TEB_GARDEN vs. SLUCM_NOAH Summer Autumn Winter Spring
  • 11. Objective 1: Performance when Tmax > 35°C Sensible Heat (QH) [W/m2] Latent Heat (QE) [W/m2] TEB_GARDEN TEB_ISBA SLUCM_NOAH TEB_GARDEN TEB_ISBA SLUCM_NOAH σobs 111.6 111.6 111.6 66.4 66.4 66.4 σmod 146.7 174.6 126.2 41.3 30.5 60.1 MBE 19.2 34.9 -1.9 -15.4 -23.5 -1.2 RMSE 52.7 80.4 39.8 42.3 50.5 34.9 RMSES 35.4 66.8 8.6 35.6 47.5 15.3 RMSEU 39.0 44.8 38.9 22.9 17.2 31.4 R2 0.93 0.93 0.90 0.69 0.68 0.73 8 days, 206 flux samples selected During daytime It seems that the performance of SLUCM_NOAH is significantly better during daytime
  • 12.  The performance is similar in general but it varies across the seasons of the year and time of the day.  Systematic underestimation of QE in most seasons:  Surface parameters for vegetated surfaces could be improved (e.g. z0 in urban conditions etc.);  Although Melbourne was under Stage 1 water restriction (Coutts et at. 2007) no irrigation whatsoever was considered.  Patchy vegetation may transpires at a relative higher rate than a completely vegetated surface (Offerle et al. 2006). Vegetation is really patchy in Preston. Objective 1. Preliminary remarks  Validate models in Armadale and Surrey Hills  Sensitivity to vegetation parameters (evapotranspiration) Select the most appropriate model configuration to estimate cooling
  • 13. OBJECTIVE 2 To obtain the current LC data suitable for climate modelling and to derive realistic UHI MS based on urban forestry The spatial heterogeneity of the urban landscape requires very high resolution LC information to estimate the implementation opportunities of MS.
  • 14. Objective 2: Derivation of LC fractions High resolution land cover data (small area) Multi-spectral Remote Sensing Imagery (Landsat TM) 900 m
  • 15. Objective 2: Accuracy of LC estimation Site Cover Type Expert Classification Manual Classification Average Landsat TM classification Armadale (37°51’S 145°1’E) Trees 0.21 0.19 0.20 0.20 Grass 0.18* 0.11 0.15 0.15 Impervious 0.61 0.70 0.67 0.65 Preston (37°43’S 145°0’E) Trees 0.29 0.16 0.23 0.18 Grass 0.11 0.2 0.15 0.18 Impervious 0.60 0.64 0.62 0.64 Surrey Hills (37°49’S 145°5’E) Trees 0.27 0.31 0.29 0.34 Grass 0.19 0.16 0.18 0.18 Impervious 0.52 0.54 0.53 0.48 Tree cover Impervious cover Grass cover 30m 60m 900m 30m 60m 900m 30m 60m 900m Pearson’s r 0.788 0.794 0.968 0.827 0.830 0.989 0.742 0.744 0.926 MAE 0.068 0.017 0.014 0.121 0.030 0.023 0.100 0.025 0.028 MBE 0.000 0.000 -0.004 0.001 0.000 0.01 0.001 0.000 -0.006 In City of Melbourne (LGA) In flux tower sites (radius 500m)
  • 16. Objective 2. Derivation of MS based on vegetation Current Land cover Maps Modified Land cover Maps(Mitigation) Analysis by planning zones to derive ‘realistic’ mitigation scenarios based on feasible increases of the amount of vegetation in urban areas No. Planning zone classes Total cover fraction Tree cover (%) Grass cover (%) Impervious cover (%) 1 Business zone 4.6 % 9.0 15.9 75.1 2 Industrial zone 10.4 % 13.1 19.6 67.3 3 Low density residential zone 4.0 % 36.0 32.4 31.6 4 Public parks / Recreational zones 7.3 % 24.1 40.3 35.6 5 Public use zones 1.7 % 15.6 27.6 56.8 6 Road zone 4.8 % 21.9 22.2 55.9 7 Rural use zone 13.4 % 35.4 37.5 27.1 8 Residential zone 48.5 % 24.1 22.4 53.5 9 Special use zones 4.3 % 15.6 36.0 48.4 Water bodies 1.0 % - - -
  • 17. Objective 2. Derivation of mitigation scenarios … … Original LC Modified LC More vegetated Least vegetated Planning zone pi
  • 18. OBJECTIVE 3 To understand how the cooling from vegetation varies at different spatial and temporal scales. Run city-wide simulations in Melbourne and Brisbane. Process simulation outputs to answer the main research question City-wide, long-term simulations of the current and improved urban climate can provide the data to understand how the cooling effectiveness varies across different spatial and temporal scales of the urban climate
  • 19. Surface parameterisation (city wide simulations) Current cover fractions Water bodies Impervious Deciduous Evergreen Grass Modified cover fractions Water bodies Impervious Deciduous Evergreen Grass Radiation and thermal parameter Units Symbol Source Layers thickness for roof, wall and road [m] Δzi, i = 1:4 Defaults from Loridan et al. (2011) Albedo for roof, wall, and road [-] αroof, αwall, αroad Defaults from Loridan et al. (2011) Emissivity for roof, wall, and road [-] εroof, εwall, εroad Defaults from Loridan et al. (2011) Volumetric heat capacity for roof, wall and road [MJ/K/m3] croof, cwall, croad Defaults from Loridan et al. (2011) Thermal conductivity for roof, wall and road [W/K/m] λroof, λwall, λroad Defaults from Loridan et al. (2011) Geometrical parameters Mean building height [m] h From urban planning zones aggregation Roof width [m] r From urban planning zones aggregation Road width [m] w From urban planning zones aggregation Roughness length for momentum [m] z0town From urban planning zones aggregation Vegetation parameter Units Symbol Source Green fraction [fraction] σf (monthly) Time varying remote sensing NDVI and cover fractions Leaf area Index [m2/m2] LAI (monthly) Profiles from literature adjusted to southern hemisphere Roughness length for momentum [m] z0 (monthly) Tree height by planning zones and seasonal considerations Shortwave albedo [-] αveg (monthly) Literature review Emissivity [-] εveg (monthly) Literature review Minimum stomatal resistance [s/m] RSmin Literature review Soil class [-] Soil Harmonized Wold Soil Database Slope class [-] Slope WRF default global dataset Deep soil temperature [K] Tbot WRF default global dataset Cells of 900m
  • 20. City-wide Atmospheric Forcing data Melbourne Brisbane K↓, L↓, Psfc, Tzref, Qzref, Wspd, Rainfall  Select surface station that have 30m meteorological data in the domain of interest and fill single 30-min gaps  Gap filling using the nearest station in the period of interest  Derive K↓, L↓ using cloud cover, T2m and Q2m (NARP parameterisation)  Complement Rainfall with daily outputs from AWAP dataset  Adjustment of forcing Tair and Qair at the forcing height zref = 40 m form T2m and Q2m by an iterative process based on bias correction (Lemonsu 2009) 30 years @ 30 min
  • 21.  Urban forestry is an effective way to mitigate heat in urban areas but its effectiveness needs to be quantified in Australian cities  The cooling effectiveness of UHI MS depends of several spatial and temporal factors  UCM/LSM can help to quantify the cooling effectiveness of heat mitigation scenarios but their fit-to-purpose should be assured.  Modifications in the landscape as a result of UHI MS must be represented as accurately as possible considering urban physical constrains Summary
  • 22. Planning (Jun 2011-Apr 2012)  Literature review (70%)  Assimilation of models and set-up (100%)  Data request (90%)  Writing of the CoC report (100%) Objective 1 (Dec 2011-Mar 2013)  Validate of an UCM/LSM pair (80%)  Assess the fit-to-purpose as a heat mitigation strategy assessment tool (20%)  Publish relevant results (0%) Objective 2 (Dec 2011-Mar 2013)  Derivation of current land cover (Melbourne only) (95%)  Derivation of heat mitigation scenarios (25%)  Surface parameterisation for baseline and scenarios (0%)  Publish relevant results (20% -> ICUC8 Dublin 2012) Objective 3 (Jun 2012-Dec 2013)  Prepare forcing data to run city-scale climate simulations in Melbourne and Brisbane (10%)  Perform grid-based simulations with current and modified landscapes for the domains of Melbourne and Brisbane (0%)  Analyse model outputs to respond research questions related (0%)  Run proposed neighbourhood cases (0%)  Publication of results and thesis writing (0%) Thesis revision and submission (Jan 2014 – May 2014) Progress today and time frames
  • 24. Objective 1. Urban Canopy / Land Surface Models Q* + QF = QH + QE + ΔQS [W/m2] Urban canopy model ≈ urban energy balance fgarden froadfroof za zT zR Ta TS garden TS wallTS wall TS road TS roof Tcanyon Ti bld Tcell = furbTurb + (1 – furb)Tnature Soil hydrology and thermodynamics Direct evaporation from soil and canopy Evapotranspiration Radiation trapping in the canyon Heat storage by the urban fabric Anthropogenic heat release, etc.
  • 25. Objective 1: Parameters prescription Monthly LAI [m2/ m2] αnir [-] αvis [-] RSmin [s/m ] Jan Feb Ma r Apr May Jun Jul Aug Sep Oct Nov Dec Deciduous trees 4.2 4.8 5.6 4.4 2.4 1.8 1.5 1.2 1.1 2.2 3.1 3.5 0.25c 0.05c 100c Evergreen tress 3.2a 3.2 3.2 3.2 3.2 3.2 3.2 3.2 3.2 3.2 3.2 3.2 0.45d 0.12d 250ac Grass 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 1.0b 0.3c 0.1c 40bc a Value taken from Peel et al. (2005) b Values taken from Lynn et al. (2009) c Default values in ECOCLIMAP-II natural parameters for such cover type (Champeaux, Masson et al. 2005) d Average taken from Figure 3 in Lewis (2002) for Eucalyptus spp. and Acacia spp. spectral profile. Australian native and exotic trees Thermal parameters of urban materials Most evergreen tree are native (Eucalyptus and Acacias spp.) (Frank 2006)
  • 26.  Models’ performance has been found to be similar in general  The integrated approach (TEB_GARDEN) did not report any evident improvement.  Geometries of residential areas in Melbourne do not form well defined urban canyons  Systematic underestimation of QE in most seasons:  Surface parameters for vegetated surfaces could be improved (e.g. z0 in urban conditions etc.);  Although Melbourne was under Stage 1 water restriction (Coutts et at. 2007) no irrigation whatsoever was considered.  Patchy or sparse vegetation transpires at a relative higher rate than a completely vegetated surface (Offerle et al. 2006). Vegetation is really patchy in Preston. Objective 1. Preliminary remarks  Validate models in Armadale and Surrey Hills  Select the most appropriate model configuration for cooling calculation
  • 27. Objective 1: Model comparison (Preston) TEB_GARDEN TEB_ISBA SLUCM_NOAH K↑ L↑ QH QE K↑ L↑ QH QE K↑ L↑ QH QE Summer (Nobs = 689) σobs 51.8 40.4 110.8 61.6 51.8 40.4 110.8 61.6 51.8 40.4 110.8 61.6 σmod 58.4 53.2 140.4 53.2 67.2 50.7 151.5 50.0 52.4 61.6 127.3 47.7 MBE 4.7 4.2 17.4 -8.5 13.3 -0.2 20.6 -13.1 -0.1 6.9 3.7 -5.5 RMSE 9.9 16.8 60.2 56.8 21.1 14.0 68.5 58.7 3.5 25.9 43.2 49.6 RMSES 7.8 12.3 25.4 34.6 20.1 9.2 35.5 39.4 0.5 20.2 10.1 32.5 RMSEU 6.1 11.4 54.5 45.1 6.4 10.6 58.6 43.5 3.4 16.2 42.0 37.4 R2 0.99 0.95 0.85 0.28 0.99 0.96 0.85 0.24 1.00 0.93 0.89 0.38 Autumn (Nobs =785) σobs 27.1 27.2 48.4 27.1 27.1 27.2 48.4 27.1 27.1 27.2 48.4 27.1 σmod 28.4 34.6 56.1 23.6 34.3 34.2 58.4 26.2 26.9 37.3 61.4 17.3 MBE 0.2 2.3 -0.7 -4.8 3.8 0.3 -3.4 -3.3 -0.5 -1.5 -1.2 -6.9 RMSE 3.5 10.5 25.5 23.4 8.6 9.8 26.5 24.1 1.9 14.5 26.6 22.5 RMSES 1.1 6.9 1.7 13.8 7.9 6.1 5.2 11.9 0.6 8.3 7.6 17.9 RMSEU 3.3 8.0 25.5 18.9 3.5 7.6 26.0 20.9 1.8 11.8 25.5 13.7 R2 0.99 0.95 0.79 0.36 0.99 0.95 0.80 0.36 1.00 0.90 0.83 0.38 Winter (Nobs = 596) σobs 23.1 14.2 45.9 29.4 23.1 14.2 45.9 29.4 23.1 14.2 45.9 29.4 σmod 24.2 19.8 47.9 29.8 29.4 19.1 46.0 33.3 23.1 23.7 53.7 17.6 MBE 0.5 4.0 2.6 -2.6 4.1 2.2 -2.6 0.8 -0.1 0.3 3.7 -9.8 RMSE 2.8 8.6 19.1 30.0 7.9 7.4 18.1 30.6 1.5 10.8 18.6 26.5 RMSES 1.1 6.2 3.1 15.0 7.3 4.7 4.3 11.8 0.2 8.6 6.0 22.1 RMSEU 2.6 6.0 18.8 25.9 2.9 5.7 17.6 28.2 1.4 6.6 17.6 14.7 R2 0.99 0.91 0.85 0.24 0.99 0.91 0.85 0.28 1.0 0.92 0.89 0.3 Spring (Nobs = 622) σobs 43.7 35.0 93.0 59.0 43.7 35.0 93.0 59.0 43.7 35.0 93.0 59.0 σmod 48.0 43.4 105.6 50.7 55.8 41.8 103.7 55.4 43.5 51.0 101.5 43.7 MBE 1.8 4.0 8.7 -14.6 7.9 0.8 1.7 -9.4 -0.8 5.1 6.2 -16.3 RMSE 7.2 12.0 37.8 45.5 15.2 10.0 34.8 43.7 3.0 20.1 31.6 38.6 RMSES 4.4 8.6 10.7 27.6 14.2 6.0 5.2 21.2 0.8 15.2 7.2 28.8 RMSEU 5.7 8.3 36.3 36.2 5.4 8.0 34.4 38.2 2.9 13.1 30.8 25.7 R2 0.99 0.96 0.88 0.49 0.99 0.96 0.89 0.52 1.00 0.93 0.91 0.65
  • 28.  For every urban planning zone class 𝑝𝑖:  Calculate the cover fractions intersected with a grid of resolution X.  Given a function y(ftree, fgrass) that weighs the cooling obtainable from grass and trees fractions, sort the land cover composition by y.  Given a threshold of implementation (𝜆 𝑝 𝑖 ) [0..1] obtain the land cover composition 𝑓𝑡𝑟𝑒𝑒, 𝑓𝑔𝑟𝑎𝑠𝑠 𝜆 𝑝 𝑖 for every given class whose position in the sorted array divided by the number of samples is equal to 𝜆 𝑝 𝑖 .  Replace the existing land cover composition on every cell of which 𝑦 𝑓𝑡𝑟𝑒𝑒, 𝑓𝑔𝑟𝑎𝑠𝑠 < 𝑦 𝑓𝑡𝑟𝑒𝑒, 𝑓𝑔𝑟𝑎𝑠𝑠 𝜆 𝑝 𝑖  Aggregate the modified cover fractions back to the urban climate model resolution. Objective 2. Derivation of mitigation scenarios y(ftree, fgrass) = βftree + fgrass … … Original Modified More vegetated Least vegetated Business zone
  • 29. Seasonal parameters of vegetation are important in simulations of long periods. Deciduous species of occupy an significant percentage of the total urban forestry (Frank 2006) Assume that evergreen trees and grass present similar properties during all seasons, then estimate fexotic = α(NDVIleaf-on – NDVIleaf-off) Better than assuming the same fraction of deciduous trees city wide Objective 2. Seasonal variability of vegetation parameters
  • 30.  Parameters with ambiguous definitions have to be prescribed (e.g. h/w) Objective 1. Models limitations and data uncertainties
  • 31.  Validate models in Armadale and Surrey Hills  Make further analysis of performance to determine the causes of limitations (e.g. underrated QE)  Test other vegetation approaches (NOAH-MP Ball Berry)  Sensitivity analysis to vegetation parameters Selection of the most appropriate model configuration for cooling calculation Objective 1. Next steps
  • 32. Surface Parameterisation 32 Geometrical parameters: Mean Building height [m] Wall-to-plan area ratio [-] ~ h/w Roof fraction [-] Roughness length [m] Radiation Parameters: Albedo for roof, wall and roads [-] ~0.1 – 0.2 Emissivity for roof, wall and roads [-] ~0.85 – 0.98 Thermal parameters: Volumetric heat capacity of roof, walls and roads. Thermal conductivity of roof, walls and roads. Vegetation Parameters: Vegetation fractions of trees and grass[-] Monthly green vegetation fraction [-] Monthly LAI [m2/m2] Monthly roughness length [m] Monthly emissivity [-] Shortwave and NIR albedos Minimum stomatal resistance [s/m] Other curve-fitting parameters (RGL, HS, …) Soil parameters: Parameters derived from the soil texture fimperv fpervious
  • 33. 33  Preston Site (2004):  Impervious fraction: 62% → 50%  Tree fraction: 23% → 40%  Grass fraction: 15% → 10%  Significantly dry summer (33mm in the period assessed)  Discussion of scales Cooling effectiveness calculation