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MULTIPLE BIOME-CLIMATE EQUILIBRIA IN AMAZONIA AND PERSPECTIVES FOR THE FUTURE OF THE
RAINFOREST
MULTIPLE BIOMEMULTIPLE BIOME--CLIMATE EQUILIBRIA IN AMAZONIA CLIMATE EQUILIBRIA IN AMAZONIA AND PERSPECTIVES FOR THE FUTURE OF THE AND PERSPECTIVES FOR THE FUTURE OF THE
RAINFORESTRAINFOREST
Carlos A. NobreCarlos A. Nobre
CPTEC/INPE, Cachoeira Paulista, SPCPTEC/INPE, Cachoeira Paulista, SP-- BrazilBrazil
Environmental Changes in Environmental Changes in Amazonia Amazonia and the and the Hypothesis of Hypothesis of ‘‘SavannizationSavannization’’
Carlos A Nobre, Marcos Oyama, Manoel Cardoso, Gilvan Sampaio, Luis Salazar, David Lapola, and Marcos Costa
Slide courtesy: IPAM
Focus on Amazonia
Vegetation-Climate Interactions
Climate Vegetation
Bidirectional on various times scales
Is vegetation distribution a fingerprint of climate ?or
Does vegetation distribution influenceand participate to climate (state and changes) ?
Does vegetation matter for the Earth System ?
Does vegetation matter for the Earth System ?
• The impacts of human activity on the Amazon rainforest could result in the collapse of large portions of the rainforest and significant loss of biodiversity within 30 to 50 years.
• A comparison is made with similar events in the Saharan ecosystem, which was once a region of richer vegetation, before its abrupt collapse about 6000 years ago
Kleidon et al. (2000)
Remove vegetation from the continents
large changes will happen in the water cycle
Kleidon et al. (2000)
Remove vegetation from the continents
large changes will happen in the water cycle
Land=desert Land=forest
Kleidon et al. (2000)
Remove vegetation from the continents
large changes will happen in the water cycle
Land=desert Land=forest
ATMOSPHERE
OCEANS CONTINENTS
Kleidon et al. (2000)
Remove vegetation from the continents
large changes will happen in the water cycle
Land=desert Land=forest
ATMOSPHERE
OCEANS CONTINENTS37 000 km3
421 000 km3 464 000 km3 71 000 km3 31 000 km3
Kleidon et al. (2000)
Remove vegetation from the continents
large changes will happen in the water cycle
Land=desert Land=forest
ATMOSPHERE
OCEANS CONTINENTS37 000 km3
421 000 km3 464 000 km3 71 000 km3 31 000 km3
28 000 km3
137 000 km3 108 000 km3410 000 km3 443 000 km3
(figure taken from Kabat et al.: Vegetation, Water, Humans, and the Climate, IGBP BAHC)
Vegetation partitions net radiation into more latent and less sensible heat
The ecosystems of Amazonia are subjected to a suite of environmental drivers of change
LUCC
FireClimateChange
ClimateExtremes
PE
C
Balanço HídricoP = E + C
P = PrecipitaçãoE = EvapotranspiraçãoC = Convergência de Umidade
Nobre et al. 1991, J. Climate
ModelingModeling DeforestationDeforestation and Biogeographyand Biogeography in in AmazoniaAmazoniaCurrent Biomes Post-deforestation
“1” Tropical Forest“6” Savanna
BiomeBiome--Climate BiClimate Bi--Stability for the Stability for the SahelSahel
Current State Second State
SCHEFFER EL AL., NATURE | VOL 413 | 11 OCTOBER 2001
The second equilibriun statedepend mostly on vegetation(albedo) feedback andsecondarily on ocean feedbacks
SCHEFFER EL AL., NATURE | VOL 413 | 11 OCTOBER 2001
Figure 6 Over the past 9,000 years, average Northern Hemisphere summer insolation(upper panel) has varied gradually owing to subtle variation in the Earth's orbit. About 5,000 years before present (yr BP), this change in solar radiation triggered an abrupt shift in climate and vegetation cover over the Sahara, as reffected in the contribution of terrigenous(land-eroded) dust to oceanic sediment at a sample site near the African coast (lower panel). Modified from ref. 61.
Figure 2 Two ways to shift between alternative stable states. a, If the system is on the upper branch, but closeto the bifurcation point F2, a slight incremental change in conditions may bring it beyond the bifurcation and induce a catastrophic shift to the lower alternative stable state (`forward shift'). If one tries to restore the state on the upper branch by means of reversing the conditions, the system shows hysteresis. A backward shift occurs only if conditions are reversed far enough to reach the other bifurcation point, F1. b, A perturbation (arrow) may also induce a shift to the alternative stable state, if it is suf®ciently large to bring the system over the border of the attraction basin (see also Fig. 3).
Figure 3 External conditions affect the resilience of multi-stable ecosystems to perturbation. The bottom plane shows the equilibrium curve as in Fig. 2. The stability landscapes depict the equilibria and their basins of attraction at five different conditions. Stable equilibria correspond to valleys; the unstable middle section of the folded equilibrium curve corresponds to a hill. If the size of the attraction basin is small, resilience is small and even a moderate perturbation may bring the system into the alternative basin of attraction.
Externally driven equilibrium change
Amazonian Vegetation: Multiple Equilibria, Persistence & Climate
After Wang & Eltahir 2000
B
A
Vegetation, like climate, can have more than one state that is persistent and resilient, in analogy with movement of a ball on a landscape. Small disturbances lead to adjustments and return to the initial state. Large disturbances may cause the system to change to a new stable state, possibly to revert at a later time (cf. C. Nobre).
A complication: How does the system get to one or the other?
C
Climate change shifts equilibria
A shift in climate, due to natural or anthropogenic causes, can change the landscape, as well as the frequency and magnitude of disturbance. The change in relative system stability might make a vegetation change irreversible (e.g. Cox et al, 2001), but it might take a disturbance for the shift to occur. Leads to the concept of instability.
Another complication
Atlantic rainforest
The Holdridge Life-Zone Classification System (Holdridge, 1947; 1964)
Savanna?
Holdridge life zones (Holdridge 1967)
Data courtesy of D. Skole
drying
Holdridge Life Zones and potential vegetation: the way most models deal with climatic effects on vegetation cover.
Annualprecipitation
Meanclimaticequator
Arid Savanna Rainforest Savanna Arid
Growing season
Gro
win
g se
ason
leng
th in
mon
ths
Mea
n an
nual
pre
cipi
tatio
n in
mm
South Equator NorthLatitude
A scheme of the relationship between mean annual precipitation and growing season length in tropical climates (from Newman, 1977)
Tmean > 24 C13 C < Tcoldest month < 18 CP (3 driest months) < 50 mmP (6 wettest months) > 600 mm1000 mm < Pannual < 1500 mm
Climatic Conditions forSavannas
Fig. 1 Regions of the Amazon basin that can potentially be converted to savanna after some deforestation. Black regions represent regions in the Amazon basin with tropical forest and having d.s. precipitation > 100 mm. Dark grey regions represent regions having tropical forest with d.s. precipitation ≤ 100 mm. Thisregion could potentially be converted to savanna, given enough deforestation. Light grey regions represent other types of vegetation but mainly savannas having precipitation during the dry season ≤ 100 mm. The dry season precipitation isoline was derived from Nix (1983).
Sternberg, 2001, Global Ecology & Biogeography, 10, 369–378
Area of Study
VegetationA, Aa, Ab, AsC, CsD, Da, Db, Dm, DsF, Fa, FsLO, La, Ld, LgONP, Pa, PfS, SM, SN, SO, ST, Sa, Sd, Sg, SpTd, TpWATERrm
N
EW
S
-45,-15
-45,-10
-45,0
-50,5-55,5-60,5-65,5-70,5
-70,0
VegetationTypes in Brazilian an AmazoniaRadam
200 100 0 200 M
100 100 0 200 km
Scale 1:16.000.000Projection
longitude of central meridian - 57 00 00
Sombroek 2001, Ambio
Map. no. 1Annual rainfall (mm)
DEZ-FEV
SET-NOVJUN-AGO
MAR-MAI
Precipitação (mm)
>900
600-900
300-599
<300
Nilo and Nobre, 1991, Climanálise
Amazon River Discharge ( mAmazon River Discharge ( m33/s)/s)station: station: ÓbidosÓbidos (01 S, 55 W)(01 S, 55 W)
Year
mon
th
Large interannual variability in the hydrological cycle
Sombroek 2001, Ambio
Sombroek 2001, Ambio
The Hypothesis of ‘Savannization’
• Nobre et al. (1991) proposed that a post-deforestation climate in Southern Amazonia would be warmer, drier and with longer dry season, typical of the climate envelope of the tropical savanna (Cerrado) domain of Central South America.
• ‘Savannization’ in this context is a statement on regional climate change and not intended to describe complex ecological processes of vegetation replacement.
Biomes of tropical south America and precipitation seasonality
Sombroek 2001, Ambio
Number of consecutive months with less than 50 mm rainfall
Annual Rainfall
Biomes of Brazil
The importance of rainfall seasonality
(short dry season) for maintaining tropical
forests all over Amazonia
Tropical Forest Shrubland
Savanna
Tropical Forest-SavannaBoundary
Evapotranspirationseasonality in the Amazon tropical forest and savannaSource: Rocha (2004)
Cerrado s.s. SP
Floresta trop RO
Floresta trop Manaus
Floresta trop Santarém
Forest
Savanna
Forest
Savanna
Late
ntH
eatf
lux
(W m
-2)
Net
Rad
iatio
n(W
m-2
)
mm
day-1
Map of dry season length (DSL) (data after Sombroek, 2001), expressed as the number of months with <100 mm of rain.
Steege et al., Biodiversity and Conservation 12 (in press), © 2003 Kluwer Academic Publishers
TRO
PIC
AL
FOR
EST
CO
VER
CLIMATE STATE(ANNUAL PRECIPITATION AND LENGTH OF DRY SEASON)
BIOME DISTRIBUTION BIOME DISTRIBUTION RESPONDS TO CLIMATE !RESPONDS TO CLIMATE !
TRO
PIC
AL
FOR
EST
CO
VER
CLIMATE STATE(ANNUAL PRECIPITATION AND LENGTH OF DRY SEASON)
BIOME DISTRIBUTION BIOME DISTRIBUTION RESPONDS TO CLIMATE !RESPONDS TO CLIMATE !
SAVANNASAVANNA
TRO
PIC
AL
FOR
EST
CO
VER
CLIMATE STATE(ANNUAL PRECIPITATION AND LENGTH OF DRY SEASON)
BIOME DISTRIBUTION BIOME DISTRIBUTION RESPONDS TO CLIMATE !RESPONDS TO CLIMATE !
SAVANNASAVANNA
FORESTFORESTTR
OPI
CA
L FO
RES
T C
OVE
R
CLIMATE STATE(ANNUAL PRECIPITATION AND LENGTH OF DRY SEASON)
BIOME DISTRIBUTION BIOME DISTRIBUTION RESPONDS TO CLIMATE !RESPONDS TO CLIMATE !
SAVANNASAVANNA
FORESTFORESTTR
OPI
CA
L FO
RES
T C
OVE
R
CLIMATE STATE(ANNUAL PRECIPITATION AND LENGTH OF DRY SEASON)
BIOME DISTRIBUTION BIOME DISTRIBUTION RESPONDS TO CLIMATE !RESPONDS TO CLIMATE !
SAVANNASAVANNA
FORESTFORESTTR
OPI
CA
L FO
RES
T C
OVE
R
CLIMATE STATE(ANNUAL PRECIPITATION AND LENGTH OF DRY SEASON)
BIOME DISTRIBUTION BIOME DISTRIBUTION RESPONDS TO CLIMATE !RESPONDS TO CLIMATE !
PREC
IPIT
ATI
ON
TROPICAL FOREST COVER
PREC
IPIT
ATI
ON
TROPICAL FOREST COVER
CLIMATE RESPONDS CLIMATE RESPONDS TO VEGETTION !TO VEGETTION !
PREC
IPIT
ATI
ON
TROPICAL FOREST COVER
PREC
IPIT
ATI
ON
TROPICAL FOREST COVER
FocusFocus of LBA of LBA FieldField ResearchResearch
CLIMATE RESPONDS CLIMATE RESPONDS TO VEGETTION !TO VEGETTION !
PREC
IPIT
ATI
ON
TROPICAL FOREST COVER
FocusFocus of LBA of LBA FieldField ResearchResearch
CLIMATE RESPONDS CLIMATE RESPONDS TO VEGETTION !TO VEGETTION !
ON
PREC
IPIT
ATI
ON
TROPICAL FOREST COVER
FocusFocus of LBA of LBA FieldField ResearchResearch
CLIMATE RESPONDS CLIMATE RESPONDS TO VEGETTION !TO VEGETTION !
PREC
IPIT
ATI
ON
TROPICAL FOREST COVER
Deforestation Deforestation SimulationsSimulations
CLIMATE RESPONDS CLIMATE RESPONDS TO VEGETTION !TO VEGETTION !
PREC
IPIT
ATI
ON
TROPICAL FOREST COVER
Deforestation Deforestation SimulationsSimulations
PREC
IPIT
ATI
ON
TROPICAL FOREST COVER
CLIMATE RESPONDS CLIMATE RESPONDS TO VEGETTION !TO VEGETTION !
PPpresentpresent
0.8 0.8 PPpresentpresent
P present ≅ 2 to 2.5m
PREC
IPIT
ATI
ON
TROPICAL FOREST COVER
CLIMATE RESPONDS CLIMATE RESPONDS TO VEGETTION !TO VEGETTION !
SimpleSimple ClimateClimate -- BiomeBiome InteractionInteraction ModelModel
CLI
MA
TE S
TATE
TROPICAL FOREST COVER
SimpleSimple ClimateClimate -- BiomeBiome InteractionInteraction ModelModel
CLI
MA
TE S
TATE
TROPICAL FOREST COVER
FOREST COVER = fFOREST COVER = f (CLIMATE)(CLIMATE)
SimpleSimple ClimateClimate -- BiomeBiome InteractionInteraction ModelModel
CLI
MA
TE S
TATE
TROPICAL FOREST COVER
FOREST COVER = fFOREST COVER = f (CLIMATE)(CLIMATE)FOREST COVER FOREST COVER
SimpleSimple ClimateClimate -- BiomeBiome InteractionInteraction ModelModel
CLI
MA
TE S
TATE
TROPICAL FOREST COVER
FOREST COVER = fFOREST COVER = f (CLIMATE)(CLIMATE)FOREST COVER FOREST COVER
CLIMATECLIMATE= f (FOREST= f (FORESTCOVER)COVER)
SimpleSimple ClimateClimate -- BiomeBiome InteractionInteraction ModelModel
CLI
MA
TE S
TATE
TROPICAL FOREST COVER
FOREST COVER = fFOREST COVER = f (CLIMATE)(CLIMATE)FOREST COVER FOREST COVER
CLIMATECLIMATE= f (FOREST= f (FORESTCOVER)COVER)
SimpleSimple ClimateClimate -- BiomeBiome InteractionInteraction ModelModel
CLI
MA
TE S
TATE
TROPICAL FOREST COVER
FOREST COVER = fFOREST COVER = f (CLIMATE)(CLIMATE)FOREST COVER FOREST COVER
CLIMATECLIMATE= f (FOREST= f (FORESTCOVER)COVER)
“STABLE”“STABLE”
SimpleSimple ClimateClimate -- BiomeBiome InteractionInteraction ModelModel
CLI
MA
TE S
TATE
TROPICAL FOREST COVER
FOREST COVER = fFOREST COVER = f (CLIMATE)(CLIMATE)FOREST COVER FOREST COVER
CLIMATECLIMATE= f (FOREST= f (FORESTCOVER)COVER)
“STABLE”“STABLE”
SimpleSimple ClimateClimate -- BiomeBiome InteractionInteraction ModelModel
CLI
MA
TE S
TATE
TROPICAL FOREST COVER
FOREST COVER = fFOREST COVER = f (CLIMATE)(CLIMATE)FOREST COVER FOREST COVER
CLIMATECLIMATE= f (FOREST= f (FORESTCOVER)COVER)
“STABLE”“STABLE”
“UNSTABLE”“UNSTABLE”
SimpleSimple ClimateClimate -- BiomeBiome InteractionInteraction ModelModel
CLI
MA
TE S
TATE
TROPICAL FOREST COVER
Fig. 3 Establishment of relative forest area in a savanna region as a function of precipitation.
Sternberg, 2001, Global Ecology & Biogeography, 10, 369–378
Sternberg, 2001, Global Ecology & Biogeography, 10, 369–378
Vegetation = f (climate)
Climate = f (vegetation)
Savanna
Forest
1.1 Mudanças globais: aspectos climato-ecológicos
Como os biomas da América do Sul seriam afetados?R: (i) Experimentos in loco, e.g. FACE (caros e difíceis de controlar)
(ii) Modelos de Vegetação Potencial (MVPot; captam interações bioma-clima)
BIOME3 (Haxeltine & Prentice 1996)
BIOME (Prentice et al. 1992)
TRIFFID (Cox 2001)
Simple TRIFFID (Huntingford et al. 2000)
MAPSS (Neilson 1995)
CPTEC PVM (Oyama & Nobre 2004)
2. CPTEC PVM (Oyama & Nobre 2004)
→ entradas: Temperatura, Precipitação
→ saída: um bioma (através de 5 variáveis ambientais)
1. G0 (°C dia mês-1) : growing degree-days (em T basal 0°C)
2. G5 (°C dia mês-1) : growing degree-days (em T basal 5°C)
3. Tc (°C): temperatura do mês mais frio
4. H (adimensional): índice hídrico (mod. balanço hídrico)
5. D (adimensional): índice de sazonalidade (mod. balanço hídrico)
algoritmo identifica bioma em equilíbrio climático
MVPot com melhor desempenho na Am. Sul!
Geo
gra
fia
Eco
log
iaModelagem de Distribuição
Geográfica de Espécies
Pontos de Ocorrência
Algoritmo Precipitação
Tem
pera
tura
Modelo do Nicho Ecológico
Previsão daDistribuição
Geo
gra
fia
Eco
log
iaModelagem de Distribuição
Geográfica de Biomas
Área de Ocorrência
Algoritmo Variável Ambiental AVar
iáve
lam
bien
taql
B
Modelo de Biomas
Previsão daDistribuição
• A Potential Biome Model that uses 5 climate parameters to represent the (SiB) biome classification was developed (CPTEC-PBM).
• CPTEC-PBM is able to represent quite well the world’s biome distribution. A dynamical vegetation model was constructed by coupling CPTEC-PBM to the CPTEC Atmospheric GCM (CPTEC-DBM).
Pr: rain
Ps: snow
T: sfc air temperature
Ts: soil temperature
S: soil water storage
N: overland snow storage
E: evapotranspiration
R: runoff
M: snowmelt
Pr: rain
Ps: snow
T: sfc air temperature
Ts: soil temperature
S: soil water storage
N: overland snow storage
E: evapotranspiration
R: runoff
M: snowmelt
Simple Land Surface Model
Oyama and Nobre, 2002
Pi, i+1
Mi, i+1
Ei, i+1Ri, i+1Pri,, i+1
Psi,, i+1
Ti, i+1 Tsi, i+1 (soil freezing)
Ni Ni+1
Si Si+1
FiveFive climateclimate parametersparameters drivedrive thethepotentialpotential vegetationvegetation modelmodel
Oyama and Nobre, 2002
Monthly values of precipitation and temperature
Water Balance Model
Potential Vegetation Model
SSiB Biomes
Figure 6. Environmental variables used in CPTEC PVM: growing degree-days on 0oC base (a), growing degree-days on 5oC base (b), mean temperature of the coldest month (c), wetness index (d), seasonality index (e). Growing degree-days in oC day month-1, and temperature in oC.
growing degree-days on 5oC base
Oyama and Nobre, 2002
growing degree-days on 0oC base
Wetness index
mean temperature of the coldest month
Oyama and Nobre, 2002
Oyama and Nobre, 2002
seasonality index
The potentialvegetation modelalgorithm
Oyama and Nobre, 2002
Tropical Forest
Visual Visual ComparisonComparison of CPTECof CPTEC--PBM PBM versus Natural versus Natural VegetationVegetation MapMap
CPTEC-PBM
SiB BiomeClassification
Oyama and Nobre, 2002
62% agreement on a global 2 deg x 2 deg grid
Visual Comparison of CPTEC-PBM versus Natural Vegetation Map
SiB BiomeClassification
NATURAL VEGETATION POTENTIAL VEGETATION
Oyama and Nobre, 2002
Statistic κ (Monserud e Leemans 1992)
good agreement
poor agreement
Oyama and Nobre, 2002
agrement
perfect
excel.
v. good
good
regular
poor
v.poor
none
Objective verification of CPTEC-PBM
bioma nome p0 (%) κ concordância
1 floresta tropical 71 0,73 muito boa
2 floresta temperada 52 0,49 regula
3 floresta mista 26 0,26 pouca
4 floresta de coníferas 55 0,56 boa
5 lariços 70 0,65 boa
6 savana 56 0,60 boa
7 campos extratropicais 76 0,50 regular
8 caatinga 50 0,40 regular
9 semi-deserto 57 0,55 boa
10 tundra 62 0,67 boa
11 deserto 70 0,74 muito boa
média global 62 0,58 boa
literatura ~ 40 0,40 - 0,50 regular
Oyama and Nobre, 2002
Global Mean GoodVery Good
Good
Good
Good
Good
Good
Very Good
RegularPoor
Regular
Regular
agreement
Tropical Forest
Temperate Forest
Mixed Forest
Boreal Forest
Larch
Savannas
Grasslands
Dry shrubland
Semi-desert
Desert
Literature
Searching for Multiple Biome-Climate Equilibria
Climate Equilibrium States
Oyama, 2002
Vegetation = f (climate)
Climate = f (vegetation)
Vegetation = f1 (climate variables)= f1 (g0, g5, Tc, h, s)
g0 = degree-days above 0 Cg5 = degree-days above 5 CTc = mean temperature of the coldest monthh = aridity index s = sesonality index
f1 is a highly nonlinear function
Climate = f2 (vegetation)= f2 (AGCM coupled to vegetated land surface scheme)
f2 is also a nonlinear function
38 níveis verticais
1ºlat 1º
long
100 km
100 km
Modelo Atmosférico Global para Previsão de Tempo:Código computacional (centenas de milhares de linhas de código) que representa aproximações numéricas de equações matemáticas, equações estas representativas das Leis Físicas que regem os movimentos da atmosfera e as interações com a superfície; o cálculo é feito para até 10 dias de previsão.
Interações laterais
Interações com a superfície
Interações entre camadas
Número de elementos:400 x 200 x 28= 2,24 milhõesE-W N-S Vertical
Calcula-se para cada um destes volumes:Temperatura, umidade, direção e velocidade do vento, altura geopotencial.
Número de elementos:400 x 200 x 28= 2,24 milhõesE-W N-S Vertical
Calcula-se para cada um destes volumes:Temperatura, umidade, direção e velocidade do vento, altura geopotencial.
Domínio Geográfico
www.cptec.inpe.br
46 níveis verticais
1ºlat 1º
long
20 km
20 km
Modelo Atmosférico Regional para Previsão de Tempo:Semelhante ao Modelo Global, porém para um domínio geográfico limitado; o cálculo é feito para 3 dias de previsão.
Interações laterais
Interações com a superfície
Interações entre camadas
Número de elementos:330 x 330 x 46= 5 milhõesE-W N-S Vertical
Calcula-se para cada um destes volumes:Temperatura, umidade, direção e velocidadedo vento, altura geopotencial.
Número de elementos:330 x 330 x 46= 5 milhõesE-W N-S Vertical
Calcula-se para cada um destes volumes:Temperatura, umidade, direção e velocidadedo vento, altura geopotencial.
globo
Domínio Geográfico
www.cptec.inpe.br
28 níveis verticais
20 níveis verticais
1,8lat 1,8
long
125 km
200 km
-5km de profundidade
200 km
Atmosfera
Oceano
Modelo Acoplado Atmosfera-Oceano Global para Previsão Climática: Código computacional (centenas de milhares de linhas de código) que representa aproximações numéricas de equações matemáticas, equações estas representativas das Leis Físicas que regem os movimentos da atmosfera, dos oceanos e as interações entre estes dois fluídos e entre a superfície dos continentes e a atmosfera; o cálculo é feito para um período de poucos meses a anos.
Número de elementos:200 x 100 x 28= 0,56 milhõesE-W N-S Vertical
Calcula-se para cada um dos volumes atmosféricos:Temperatura, umidade, direção e velocidade dovento, altura geopotencial.Calcula-se para cada um dos volumes atmosféricos:Temperatura, salinidade, direção e velocidade dacorrente, pressão.
Número de elementos:200 x 100 x 28= 0,56 milhõesE-W N-S Vertical
Calcula-se para cada um dos volumes atmosféricos:Temperatura, umidade, direção e velocidade dovento, altura geopotencial.Calcula-se para cada um dos volumes atmosféricos:Temperatura, salinidade, direção e velocidade dacorrente, pressão.
El Niño
How to find numerically MultipleVegetation-Climate Equilibrium States?
Oyama, 2002
Results of CPTEC-DBM for two differentInitial Conditons: all land areas covered by
desert (a) and forest (b)
Oyama, 2002
Biome-climate equilibrium solution with IC as forest (a) is similar to currentnatural vegetation (c); when the IC is desert (b), the final equilibrium solution is different for Tropical South America
a
b
c
Initial Conditions
Is the current Climate-Biome equilibrium in Amazonia the only
possible one?
Oyama and Nobre, 2003
Two Biome-Climate Equilibrium States found for South America!
Soil Moisture
Rainfallanomalies
-- current state (a)-- second state (b)
Source: Obregon, 2001
1 mm < P < 5 mm
SACZ
Sea BreezesInstability lines
Annual Precipitation
Unconditional probability of a wet day. The daily data spans 1979 to 1993
5 mm < P < 25 mm
Precipitation mechanism in the Amazon18 UTC
03 UTC
Source: Bruno et al., 2005 – Tropical forest data in Santarem km83
Ecological adaptation I: Deep rooting
Wet season
Fraction of water extracted by roots
Dep
th (m
)
68% Wet season
84%
Source: Bruno et al., 2005 – Tropical forest data in Santarem km83
Ecological adaptation I: Deep rooting
Wet season
Fraction of water extracted by roots
Dep
th (m
)
68% Wet season
84%
Source: Bruno et al., 2005 – Tropical forest data in Santarem km83
Ecological adaptation I: Deep rooting
Wet season
Fraction of water extracted by roots
Dep
th (m
)Dry season
68% Wet season
84%
Source: Bruno et al., 2005 – Tropical forest data in Santarem km83
Ecological adaptation I: Deep rooting
Wet season
Fraction of water extracted by roots
Dep
th (m
)Dry season