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1 Supplementary Data 1 2 Section S1: Current knowledge of lethal temperature thresholds 3 High temperatures affect crop growth and development through several mechanisms with the 4 most sensitive process depending on the stage of crop development. Serious effects on the 5 emergence of wheat seedlings were found for soil temperatures between 40 and 45°C [1-3]. 6 During vegetative growth, photosynthesis seems to be the most temperature sensitive process 7 [4] with an irreversible inhibition of Rubisco activation after incubation of wheat leaf tissue 8 at 45°C for 5 minutes [5]. The exposure of whole wheat plants to temperatures of 42.5 and 9 45°C for 1h (rapid and gradual increases in temperature) resulted in the complete inhibition 10 of the carbon exchange rate [4]. While crop yield is indirectly affected during the previous 11 growth stages, it is directly affected during the reproductive and seed filling stages. The most 12 temperature susceptible reproductive stages are the period prior to flowering and during 13 flowering and fertilization [6]. Three days of 30°C showed a reduction of grain set by almost 14 70% [7] and temperature regimes of 36/31°C (day/night) for 2 days resulted in 55 to 85% 15 grain sterility [8]. ‘Wheat failure’ has been reported with temperatures of 34°C [9]. Grain size 16 depends on the duration and rate of grain filling and high temperatures can reduce grain size 17 [8]. However, sensitivities to heat stress can vary widely between wheat cultivars [10]. 18 Many controlled environment experiments investigate the effect of high temperatures on 19 wheat development and yield but there is a lack of studies looking at temperatures high 20 enough to be lethal to the plant. There is also some ambiguity to the definition of lethal 21 temperature limits. Levitt [11] defined ‘heat-killing temperatures’ as the temperature at which 22 50% of the plant is killed whereas Porter & Gawith [12] define them as when ‘function is lost 23 beyond recovery’. We adopt the latter definition of lethal temperatures. Temperature 24
Transcript
Page 1: Supplementary Data Section S1: Current knowledge of lethal ...

1

Supplementary Data 1

2

Section S1: Current knowledge of lethal temperature thresholds 3

High temperatures affect crop growth and development through several mechanisms with the 4

most sensitive process depending on the stage of crop development. Serious effects on the 5

emergence of wheat seedlings were found for soil temperatures between 40 and 45°C [1-3]. 6

During vegetative growth, photosynthesis seems to be the most temperature sensitive process 7

[4] with an irreversible inhibition of Rubisco activation after incubation of wheat leaf tissue 8

at 45°C for 5 minutes [5]. The exposure of whole wheat plants to temperatures of 42.5 and 9

45°C for 1h (rapid and gradual increases in temperature) resulted in the complete inhibition 10

of the carbon exchange rate [4]. While crop yield is indirectly affected during the previous 11

growth stages, it is directly affected during the reproductive and seed filling stages. The most 12

temperature susceptible reproductive stages are the period prior to flowering and during 13

flowering and fertilization [6]. Three days of 30°C showed a reduction of grain set by almost 14

70% [7] and temperature regimes of 36/31°C (day/night) for 2 days resulted in 55 to 85% 15

grain sterility [8]. ‘Wheat failure’ has been reported with temperatures of 34°C [9]. Grain size 16

depends on the duration and rate of grain filling and high temperatures can reduce grain size 17

[8]. However, sensitivities to heat stress can vary widely between wheat cultivars [10]. 18

Many controlled environment experiments investigate the effect of high temperatures on 19

wheat development and yield but there is a lack of studies looking at temperatures high 20

enough to be lethal to the plant. There is also some ambiguity to the definition of lethal 21

temperature limits. Levitt [11] defined ‘heat-killing temperatures’ as the temperature at which 22

50% of the plant is killed whereas Porter & Gawith [12] define them as when ‘function is lost 23

beyond recovery’. We adopt the latter definition of lethal temperatures. Temperature 24

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thresholds might refer to daily mean temperatures [6], mean temperatures during certain 25

hours of the day (e.g. day/night or morning hours only) [13] or daily Tmin/Tmax [14]. Not 26

every study is clear about the length of exposure to high temperatures and if thermotolerance, 27

the ability of a plant to survive normally lethal temperatures after a short exposure to a sub-28

lethal heat stress or a gradual increase in temperatures prior to reaching the normally lethal 29

temperature, was accounted for. A shortcoming of most crop simulation models is to apply 30

thresholds which are defined at the leaf or canopy level but drive the model with air instead 31

of foliage temperature (exception e.g. JULES [15]). Depending on the available soil water 32

and the vapour pressure deficit (VPD), canopy and air temperature can differ by about 10°C 33

[16-18]. 34

35

Section S2: Crop Model 36

The acceleration of senescence was parameterised according to the approach taken for the 37

Agricultural Production Systems sIMulator (APSIM) [19], i.e. Tmax hasten leaf senescence 38

threefold at just above 34°C and sixfold at 40°C. Relative leaf area reductions resulting from 39

including increased senescence in GLAM was tested against results from APSIM and 40

controlled environment studies [19]. Leaf senescence can accelerate during the whole crop 41

life cycle, resulting in reduced vegetative growth during the early crop developmental stages 42

and a shortening of the grain-filling period towards the end of the crop life cycle. 43

The effect of lethal temperatures was included by terminating crop development if daily Tmax 44

exceeds a threshold for a given number of days. During early crop development this would 45

lead to yield equal or close to zero. Maximum lethal temperature limits are not well defined 46

and are influenced by the ability of plants to acclimatise to high temperatures (this does not 47

apply to pollen) and to cool themselves down if enough water is available (transpiration 48

cooling). There can be a difference of several degrees Celsius between air temperature, 49

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commonly used in crop models, and leaf or canopy temperature, commonly reported for 50

controlled environment studies. The temperature differences and the lack of knowledge of 51

lethal temperature thresholds were considered by using a wide range of lethal temperature 52

thresholds. Three thresholds were applied, 40, 45, and 50°C. They had to be exceeded for 1 to 53

5 consecutive days in order to be lethal. For simplicity it was assumed that the same threshold 54

holds during the whole crop life cycle even though certain stages are more susceptible to heat 55

stress than others [12]. Quantitative information on these differences is not enough for 56

parameterisation. 57

In order to optimize GLAM, some crop specific global (i.e. site-independent) model 58

parameters are required, i.e. a single varietal type is modelled. Additionally two parameters 59

which vary spatially, the yield gap parameter (YGP) and the planting date, are needed. The 60

YGP is used to calibrate GLAM by accounting for impacts other than weather, e.g. pests, 61

diseases and non-optimal management of the crop, i.e. nutrient limitations and water stress in 62

places that are rainfed or have non-optimal irrigation. The YGP acts on the leaf area index 63

and the value is chosen which minimizes a measure of difference between the predicted and 64

observed yield. The root mean squared error (RMSE) was used to compare simulated yield 65

driven with observed and ERA40-reanalysis data. For crop model simulations driven by 66

global climate model outputs it cannot be assumed that the timing of specific years matches, 67

i.e. observed yields can only be used to compare the mean and standard deviation of 68

simulated yields [20]. For this reason, for the climate model output, the squared difference 69

between the simulated and observed yield mean and standard deviation was used [20]. The 70

calibration is a form of mean bias-correction and can compensate to some degree for input 71

climate bias [21]. Ranges for the global model parameters were taken from the literature. 72

Optimal parameter-sets were determined by randomly varying one parameter at a time and 73

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choosing the parameter-set which had the lowest measure of difference between the 74

simulated and observed yield after 5000 repetitions. 75

76

Section S3: Mean and variability of simulated yield 77

Simulations with the raw climate model output show a decrease in mean yield for India from 78

about 1500 kg/ha for the baseline to just over 1000 kg/ha in 2070 to 2089 (Figure S3). Yield 79

simulations with the bias-corrected climate model data agree on a slight decrease in mean 80

yield towards the end of the century. Baseline simulations with the observed and ERA40-81

reanalysis data show similar mean yields compared to simulations with the bias-corrected 82

climate model data for 2030 to 2049 (Figure S3). Unrealistically high yield outliers were 83

simulated with both bias-corrected climate model data and the values increase with time 84

(Figure S3). They do not occur in such extremes in simulations using the raw climate model 85

output. The yield outliers are a combination of longer crop durations for the thermal time 86

development setting CT1 and CT2 compared to CT3 (which has ‘optimal’ development up to 87

50°C, Table S1) and a higher leaf area compared to simulations with the raw climate model 88

output. The bias-corrected climate data have lower temperatures than the raw climate model 89

output so that increased leaf senescence has less impact. The yield outliers simulated with the 90

bias-corrected climate model data are confined to an area in West India (Figure 1), where 91

instances of Tmax > 34°C do not occur frequently in the baseline or the future climate (Figure 92

S1). The coefficient of variation (CV), relating changes in the variability of simulated yield to 93

changes in mean yield, show an increase with time especially in the southern half of India 94

and substantially more for simulations using the raw climate model output (Figure S4). 95

96

97

98

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Section S4: CO2 fertilization and water stress 99

We did not include the effect of CO2 fertilization, i.e. an increase in the rate of photosynthetic 100

carbon fixation and net primary production for C3 crops like wheat with elevated CO2. Many 101

crop models overestimate the effect of CO2 fertilization as non-FACE (Free-Air CO2 102

Enrichment), i.e. chamber experiments, were used for parameterization [22]. FACE 103

experiments show an increase in yield under elevated CO2 of about 14% compared to 30% 104

for chamber experiments [22, 23]. Using the data from [22], it was estimated that there was a 105

global boost in wheat production of about 3% due to rising CO2 levels from 1980 to 2008 106

[24]. Experimental studies show that even though elevated CO2 increases the size of grain 107

yield, it can lead to a reduction in grain quality [25, 26]. It further can enhance the effect of 108

lethal temperatures as stomatal conductance decreases by an average of 22% (for CO2 109

increases from on average 366 to 567 µmol mol-1

) [27]. A reduction in stomatal opening can 110

lead to a reduction in transpiration cooling and therefore an increase in canopy temperature. 111

Furthermore there is evidence supporting a CO2 induced negative impact on the ability of 112

plants to absorb nitrogen [25]. However, the importance to model C-N effects together [28] is 113

beyond the capacity of the crop simulation model used in our study. 114

Our study looks at irrigated yields only, but water availability into the future is not 115

guaranteed. High temperatures often coincide with water stress. Currently over 90% of wheat 116

in India is irrigated [29] which can reduce heat stress through transpiration cooling but is 117

highly dependent on water availability and vapour pressure deficit. Canopy and air 118

temperature can differ up to 10°C, with canopy temperature being cooler if water is available 119

[16], and warmer under water stress [17, 18]. Widespread declines in water tables in India 120

[30] may suggest that current irrigation practices are not sustainable [31]. This might lead to 121

an increased risk of drought, higher temperatures experienced by the plant, and with it an 122

increased risk of exceeding crop temperature stress thresholds. 123

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Supplementary Table S1: Cardinal temperatures (CT, in °C) for wheat, i.e. base, optimum 124

and maximum temperature for the four crop developmental stages and the function used for 125

thermal time development. CT3 using a trapezoid function is characterised by ‘optimal’ 126

development up to the maximum temperature. 127

CT set-up

and

reference

Sowing to

flowering

Flowering to

begin grain

filling

Begin to end

grain filling

End grain

filling to

maturity

Triangular /

trapezoid

CT1 [12] 0 / 23 / 35 1 / 22 / 35 1 / 22 / 35 1 / 22 / 35 Triangular

CT2 [32] 0 / 21 / 35.4 8.9 / 20.7 /

35.4

8.9 / 22.1 /

35.4

8.9 / 22.1 /

35.4

Triangular

CT3 [33] 0 / 26 / 50 0 / 26 / 50 0 / 26 / 50 0 / 26 / 50 Trapezoid

128

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Supplementary Table S2: Thresholds for high temperature stress (‘HTS’) around anthesis. 129

Tcrit is the critical temperature above which grain set begins to be affected. Tlim is the 130

temperature at which grain set is zero. 131

Tcrit Tlim Days affected

before anthesis

Days affected

from anthesis

References

Tmax > 31°C Tmax > 40°C 6 12 [34, 35]

Tmean > 28°C Tmean > 36°C 6 12 [32]

Tmax > 27°C Tmax > 40°C 0 10 [36]

132

133

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Supplementary Table S3: Summary table of simulations performed with GLAM-wheat with 134

each optimal parameter-set (pobs, pERA40, praw) except for HTS. CTj, j=1, 2, 3 are the three 135

thermal time development set-ups from Table S1. All simulations (i) shift planting date on a 136

daily time step from -14 to +14 days relative to the Sacks planting date [37], (ii), use none, 137

40, 45, and 50°C lethal temperature thresholds that needs to be exceeded for 1 to 5 138

consecutive days, and (iii) use all 17 QUMP ensemble members. 139

Baseline Projection

Bias-corrected

Observed

weather

ERA40-

reanalysis

Historical

QUMP raw

Projection

QUMP raw

Projection

QUMP BC

Projection

QUMP CF

pobs[CTj]

pERA40[CTj]

praw[CTj]

pobs[CTj]

pERA40[CTj]

praw[CTj]

pobs[CTj]

pERA40[CTj]

praw[CTj]

pobs[CTj]

pERA40[CTj]

praw[CTj]

pobs[CTj]

pERA40[CTj]

praw[CTj]

pobs[CTj]

pERA40[CTj]

praw[CTj]

140

141

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Supplementary Figure S1: Changes in crop (thermal + lethal) versus climate model 142

(climate) uncertainty with changing planting date for 2050 to 2069 using the BC bias-143

corrected climate model output. The bottom right plot shows a linear increase in the average 144

contribution of climate model uncertainty. Therefore for the HTS simulations the earliest, 145

middle and latest planting date were chosen to cover the full range. Results using the CF bias-146

corrected climate model output are similar. 147

148

149

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Supplementary Figure S2: The average number of days Tmax exceeds 34°C for a fixed crop 150

duration of 120 days starting with the Sacks planting date [37]. The left column shows the 151

baseline period 1969-1988 for the observed weather data (obswth), the ERA40-reanalysis 152

data (ERA40) and the climate model control run (QUMP). The other columns show the three 153

projection time periods for the climate model control run (QUMP raw), and the two bias-154

corrected climate model control runs (QUMP BC, QUMP CF). 155

156

157

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Supplementary Figure S3: Boxplot of grid cell mean yield for the baseline and the three 158

future time periods. The baseline period shows mean yield simulated with the raw climate 159

model output (QUMP raw), the observed weather (obswth) and the ERA40-reanalysis 160

(ERA40) data. The future time periods show mean yield simulated with the raw climate 161

model output (QUMP raw), and the two bias-corrected climate model outputs (QUMP BC, 162

QUMP CF). 163

164

165

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Supplementary Figure S4: Coefficient of variation (CV) for yield simulated using the raw 166

climate model output (QUMP raw) and the two bias-corrected climate model outputs (QUMP 167

BC, QUMP CF) for the three future time periods 2030 to 2049, 2050 to 2069, and 2070 to 168

2089. 169

170

171

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Supplementary Figure S5: As Figure 2 but for 2030 to 2049. 172

173 174

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Supplementary Figure S6: As Figure 2 but for 2070 to 2089. 175

176 177

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Supplementary Figure S7: As Figure 3 but for the CF bias-corrected climate model output. 178

179

180

181

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Supplementary Figure S8: Total uncertainty as an average over all grid cells for (a) yield 182

and (b) crop duration for simulations using the two bias-corrected climate model outputs 183

(QUMP BC, QUMP CF). (c) and (d) show the contribution of the single sources of 184

uncertainty (climate, lethal, thermal, optimization, planting) for yield and crop duration, 185

respectively. QUMP CF = black, QUMP BC = light grey. 186

187

188

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Supplementary Figure S9: Boxplot of mean percentage reduction in crop duration when 189

including lethal temperatures of 40, 45, and 50°C which have to be exceeded for 1, 3, and 5 190

consecutive days compared to not including lethal temperature thresholds. The columns 191

separate simulations using the two bias-corrected climate model outputs (QUMP CF, QUMP 192

BC) for the three time periods 2030-49, 2050-69, and 2070-89 (rows). 193

194

195

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