# Source paper archive

- Source title: Leaf ionomic stability shapes drought adaptation in pearl millet
- Author(s): Nakombo Gbassault, P., Arenas, S., Affortit, P., Faye, A., Flis, P., Sine, B., Moukouanga, D., Gantet, P., KOSH-KOMBA, E., Kane, N., Bennett, M. J., Wells, D. M., Cubry, P. M., Bailey, E., Segura, V., Vigouroux, Y., Laplaze, L., Grondin, A.
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1 **Leaf ionomic stability shapes drought adaptation in pearl millet**


2


3 Princia Nakombo-Gbassault &#91;1,2&#93;, Sebastian Arenas &#91;1,$&#93;, Pablo Affortit &#91;1&#93;, Awa Faye &#91;3&#93;, Paulina Flis &#91;4&#93;,


4 Bassirou Sine &#91;3&#93;, Daniel Moukouanga &#91;1&#93;, Pascal Gantet &#91;1&#93;, Ephrem Kosh-Komba &#91;2&#93;, Ndjido Kane &#91;3&#93;,


5 Malcolm Bennett &#91;4&#93;, Darren Wells &#91;4&#93;, Philippe Cubry &#91;1&#93;, Elizabeth Bailey &#91;4&#93;, Vincent Segura &#91;5&#93;, Yves


6 Vigouroux &#91;1&#93;, Laurent Laplaze &#91;1&#93;, Alexandre Grondin &#91;1&#93;


7


8 1 DIADE, Université de Montpellier, IRD, CIRAD, Montpellier France


9 2 JEAI AgrobiodiveRCA, Université de Bangui, Bangui, Central African Republic


10 3 CERAAS, Institut Sénégalais des Recherches Agricoles (ISRA), Thiès, Senegal


11 4 School of Biosciences, University of Nottingham, Sutton Bonington, United Kingdom


12 5 UMR AGAP Institut, Université de Montpellier, CIRAD, INRAE, Institut Agro Montpellier, F

13 34398 Montpellier, France


14 $ Present address: Department of Plant Protection Biology, Swedish University of


15 Agricultural Sciences, Alnarp, Sweden.


16


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17 **Abstract**


18 Pearl millet is a staple cereal of semi-arid West Africa, where early-season water deficit


19 constrains vegetative establishment and yield. While the genetic architecture of the pearl millet


20 foliar ionome has been characterised under well-watered conditions, how this ionome


21 reorganises under drought, and whether this reorganisation has a distinct genetic basis, remains


22 unknown. We profiled the drought-response of 17 foliar elements in 175 diverse pearl millet


23 inbred lines over two seasons in Senegal. The foliar concentration of two co-regulated groups


24 of elements changed reproducibly under early water stress across both years. Leaf ion stability,


25 rather than plasticity, was associated with the maintenance of flowering time and plant biomass,


26 suggesting that drought adaptation in pearl millet relies more on ionomic stability than on


27 adaptive shifts in elemental composition. Among the 17 elements, only potassium showed a


28 significant genotype-by-treatment interaction suggesting that genetic variation contributes to


29 differences in potassium response to drought. Genome-wide association mapping on potassium


30 plasticity in response to drought identified a locus, designated qKP-6, that limits potassium


31 depletion under stress without penalising constitutive potassium levels. This locus represents a


32 candidate region for the genetic control of potassium plasticity under drought. This work


33 provides new insights into the genetic control of mineral nutrition under water deficit in pearl


34 millet, and highlights leaf potassium concentration as a genetically controlled component of


35 drought-responsive ionomic variation with potential implications for drought tolerance.


36


37 **Key-words:** Pearl millet, drought, ionome, plasticity, GWAS


38


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39 **Introduction**


40 Water scarcity, exacerbated by climate change, poses a major threat to the sustainability of


41 agricultural production in arid and semi-arid regions where rainfall is highly variable and


42 drought events are projected to increase in both frequency and severity (Intergovernmental


43 Panel On Climate Change (IPCC), 2023; Rezaei _et al._, 2023). In these predominantly rainfed


44 systems, food security critically depends on drought-tolerant crops capable of sustaining at


45 least minimal but reliable yields under water-limited conditions (Satyavathi _et al._, 2021).


46 Among drought-tolerant crops, pearl millet ( _Pennisetum glaucum (L.) R. Br._ ), a C4


47 cereal domesticated in the Sahel, stands out for its exceptional resilience to both water and heat


48 deficits (Debieu _et al._, 2017). It is widely cultivated in regions receiving as little as 300 to 500


49 mm of annual rainfall, where only few other cereal species can survive (Bidinger _et al._, 1987;


50 Pucher _et al._, 2015). This resilience relies on a diversity of adaptive strategies, including


51 tolerance, avoidance and escape mechanisms, operating at different developmental stages from


52 vegetative growth to flowering and grain filling (Shrestha _et al._, 2023). Recent crop-modelling


53 evidence indicates that early drought stress, occurring before or during panicle initiation, is the


54 most damaging water-stress pattern for pearl millet in the Sahel, causing grain yield losses of


55 up to 44% and biomass reductions of approximately 40% (De la Fuente _et al._, 2024). Climate

56 based simulations further show that early drought stress occurs more frequently than terminal


57 stress for pearl millet in this region, a trend expected to be reinforced in the context of changing


58 climate, underscoring its critical impact on crop establishment in rainfed systems (De la Fuente


59 _et al._, 2024). Because this stress coincides with vegetative development, a period of rapid


60 mineral uptake and partitioning (Marschner and Marschner, 2012), it may have particularly


61 pronounced effects on the leaf ionome, defined as the composition of plant tissue in mineral


62 nutrients and trace elements (Salt _et al._, 2008; Srivastava _et al._, 2022), with potential


63 implications for photosynthesis, osmotic adjustment, and stress signalling (Farooq _et al._, 2009).


64 Water availability is a major determinant of plant growth and mineral nutrition. Beyond


65 its direct effects on cell expansion and photosynthesis, reduced water availability profoundly


66 reshapes plant mineral composition and regulation (D’Oria _et al._, 2022). Nutrient responses to


67 drought are no longer viewed as a passive consequence of reduced transpiration or growth


68 alone, but as actively regulated processes involving specific membrane transporters, signalling


69 pathways, and metabolic adjustments (Bisht _et al._, 2026). Among essential macronutrients,


70 potassium (K), calcium (Ca), and magnesium (Mg) play central but contrasting roles under


71 water limitation: K contributes to osmotic adjustment and stomatal regulation, Ca functions as


72 a key secondary messenger in stress signalling, and Mg deficiency reduces whole-plant water

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73 use efficiency (Tränkner _et al._, 2016; Johnson _et al._, 2022; Liu _et al._, 2022). Under water


74 deficit, studies have revealed reproducible shifts in elemental profiles, including changes in the


75 concentrations of Na, K, Mg, Mn or Cu, whose direction and magnitude depend on stress


76 intensity, duration, and species (D’Oria _et al._, 2022; Quagliata _et al._, 2025). Importantly, these


77 changes can occur prior to the appearance of visible morphological symptoms, indicating that


78 the ionome is an early and sensitive indicator of drought responses (Danku _et al._, 2013; D’Oria


79 _et al._, 2022). Thus, drought-induced changes in elemental composition can offer an integrative


80 view of physiological adjustment to water limitation, while genotypic variation in the


81 magnitude of these changes may reflect ionomic plasticity. The differential regulation of these


82 elements under drought therefore reflects an integrated reprogramming of the plant ionome,


83 which may influence stress tolerance and ultimately yield.


84 Ionomics, the high-throughput profiling of elemental composition across genotypes and


85 environments, provides an integrative framework to investigate the genetic determinants of


86 plant responses to environmental constraints (Salt _et al._, 2008; White and Broadley, 2009;


87 Bouain _et al._, 2019). Yet, the genetic bases of ionomic variation and plasticity under water

88 limited conditions remain incompletely characterized, particularly in crops adapted to marginal


89 environments. Genome-wide association studies of the ionome have been conducted primarily


90 under near-optimal conditions, limiting our understanding of ionomic plasticity under drought


91 and the detection of genotype × environment interactions in response to this stress. In pearl


92 millet specifically, the genetic architecture of foliar mineral variation and responsiveness under


93 water deficit remains unexplored, leaving unresolved to what extent water stress-induced


94 plasticity is under genetic control and how it contributes to plant performance under water


95 limitation.


96 Here, we combined field-based ionomic phenotyping with genome-wide association


97 analyses in a diverse pearl millet panel evaluated under two contrasting water regimes over two


98 years to identify the genomic regions associated with constitutive foliar elemental variation and


99 its plastic response to water deficit. We hypothesised that 1) the leaf ionomic profiles under


100 drought would exhibit substantial genotypic variation in pearl millet and be associated with


101 plant performance, and 2) ion content are under genetic control, with loci underlying


102 constitutive ionomic content being largely distinct from those controlling ionomic plasticity


103 under drought.


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104


105 **Materials and Methods**


106 **Plant material**


107 A total of 175 pearl millet ( _Pennisetum glaucum_ (L.) R. Br.) inbred lines were selected from


108 the Pearl Millet Genetic Association Panel (PMiGAP; Sehgal _et al._, 2015; Varshney _et al._,


109 2017), which captures the genetic diversity of the species from Africa and India. Detailed


110 composition of the lines used here is provided in Nakombo-Gbassault _et al._ (2025).


111


112 **Field trials and experimental design**


113 Field trials were conducted at the National Center for Agronomic Research (CNRA, ISRA,


114 Bambey, Senegal; 14°42'N, 16°28'W) during the hot dry off-seasons of 2021 and 2022 on a


115 loamy sand soil (84.8% sand, 7.9% silt, 7.2% clay; Diongue _et al._, 2022). An alpha-lattice


116 design was used with two water regimes: well-watered (WW) and vegetative-stage water stress


117 (WS), with four replicates per treatment. In both years, prior to planting, soil samples were


118 collected from thirteen locations distributed across the four replicate blocks, at four depth


119 intervals (0-20, 20-60, 60-100, and 100-140 cm).


120 Since no rainfall occurs during this period of the year, water stress was imposed simply


121 by withholding irrigation from 21 to 49 days after sowing (DAS) in 2021 and from 21 to 42


122 DAS in 2022, corresponding to stress durations of 28 and 21 days respectively. These


123 conditions defined four environments used in subsequent analyses: WW21 (well-watered) and


124 WS21 (water-stress) for the 2021 trial, and WW22 and WS22 for the 2022 trial. Relative soil


125 water content was monitored from 0 to 160 cm using DIVINER probes spread across both


126 treatments.


127 At the end of the stress period, three plants per plot were sampled for leaf ionomic


128 profiling, root anatomical phenotyping, and aboveground biomass measurement, as described


129 in Nakombo-Gbassault _et al._ (2025). For ionomic analysis, the last fully ligulated leaf from the


130 main tiller of each harvested plant was collected, washed, dried, and pooled per plot before


131 digestion and quantification by inductively coupled plasma mass spectrometry (ICP-MS) as


132 described (Nakombo-Gbassault _et al._, 2025). Foliar concentrations of 17 elements were


133 quantified, including macro- and micronutrients: potassium (K), sodium (Na), magnesium


134 (Mg), calcium (Ca), phosphorus (P), sulfur (S), iron (Fe), zinc (Zn), copper (Cu), cadmium


135 (Cd), nickel (Ni), manganese (Mn), molybdenum (Mo), cobalt (Co), lithium (Li), rubidium


136 (Rb), and strontium (Sr). Plant available soil elements were also quantified using 1M NH 4 CO 3 

137 DTPA extraction. For root anatomy, crown root segments were sampled and analysed by laser


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138 ablation tomography to quantify stele area, total metaxylem vessel area and number,


139 sclerenchyma proportion, and overall root cross-sectional area, as described in Affortit _et al._


140 (2024).


141 After the stress period, plants were re-irrigated until maturity, and phenology as well as


142 yield and yield-component traits were recorded, including plant height, shoot biomass at


143 maturity, spike number, grain weight per plant and harvest index, following procedures


144 described in Affortit _et al._, (2024). Trait list and acronyms are described in Supplementary


145 Table S1.


146


147 **Stress response analyses**


148 For each phenotypic trait including element concentrations, root anatomical and


149 agromorphological traits, best linear unbiased estimates (BLUEs) and broad-sense heritability


150 were estimated for each treatment-year combination using the SpATS spatial model


151 (Rodríguez-Álvarez _et al._, 2018), implemented in the statgenSTA R package (Van Rossum,


152 2020). The model was fitted to data from a resolvable incomplete block design. Genotype was


153 fitted as a fixed effect to obtain BLUEs and as a random effect to estimate broad-sense


154 heritability using the generalised heritability approach described by Oakey _et al._, (2006).


155 Two complementary stress indices were computed per trait and genotype, restricted to


156 genotypes present in both water regimes within the same year:


157 (i) the plasticity index, expressed as a log2 ratio (LR):


158 LR = log2(BLUEs_WS/BLUEs_WW) (1)


159 quantifies relative plasticity, with LR = 0 indicating no change, negative values indicating


160 stress-induced depletion, and positive values indicating accumulation under stress;


161 (ii) the Stress Tolerance Index (STI; Fernandez, 1992):


162 STI = (BLUEs_WW × BLUEs_WS) / mean (BLUEs_WW)² (2)


163 captures absolute performance across both water regimes. Both indices were computed for


164 ionomic and agromorphological traits.


165 To identify elements whose response to early water deficit is repeatable across seasons,


166 the direction and magnitude of each element’s response were characterised per year by the


167 percentage change in mean concentration and the mean log2 ratio (LR) across genotypes. WW


168 and WS BLUEs of the same genotypes were compared with a paired t-test when residuals were


169 normally distributed (Shapiro-Wilk _p_ - 0.05), and with a Wilcoxon signed-rank test otherwise.


170 An element response was considered robust when significant in both years with the same


171 direction of change.


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172 Because soil sampling preceded treatment imposition, it reflects baseline spatial


173 heterogeneity rather than treatment-induced variation in soil ion availability. Multivariate


174 correspondence between soil (0-20 cm layer, ICP-MS values) and foliar ion concentrations was


175 tested separately for each of the four environments using a Mantel test on the 15 elements


176 common to both datasets (standardised Euclidean distances, 999 permutations; Mantel, 1967).


177


178 **Multivariate analysis of the foliar ionome**


179 Principal component analysis (PCA) was performed on foliar ion concentrations (BLUEs) to


180 characterise the variation of the 17 elements. A global PCA was first conducted using data from


181 all four environments (WW21, WS21, WW22, and WS22) to characterise the overall structure


182 of ionomic variation. To isolate the treatment-driven component of variation from inter-annual


183 differences, separate PCAs were then performed for each year using the corresponding WW


184 and WS samples. For these year-specific analyses only, the sign of the principal components


185 was reversed when necessary, so that water-stressed genotypes consistently projected towards


186 negative scores on the primary stress-response axis, facilitating direct comparison of this axis


187 between years. For each configuration, the contribution of each element to each component


188 (percentage of the component's total inertia) and the element loading (coordinate on the


189 component axis) were reported to identify the principal drivers of the stress axis. For the stress

190 response axis, scores under each treatment (PC_WW, PC_WS) and their difference (ΔPC =


191 PC_WS - PC_WW) were computed per genotype and year.


192


193 **Correlation analyses**


194 Pairwise Pearson correlations among the 17 foliar elements were computed within each


195 environment on BLUEs and their significance assessed with a 5% false discovery rate (FDR)


196 correction (Benjamini and Hochberg, 1995). Pairs were classified as constitutive (significant


197 with consistent sign in all four environments), never significant, or context dependent.


198 Conservation of the correlation structure between water regimes was tested per year using


199 Mantel tests (Mantel, 1967) and its significance tested using 999 permutations. Hierarchical


200 clustering (average linkage) was applied to the mean correlation matrix across the four


201 environments to identify co-regulation modules of ions. Ions within each module were then


202 combined into a composite score, which was used in subsequent analyses in place of the


203 individual ions.


204 Correlations between the ionome and agromorphological traits were assessed at three


205 levels: individual elements (mono-ion), modules, and the combined-PCA stress-response axis


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206 (multi-ion). Two complementary approaches were applied at each level: (i) within-environment


207 Pearson correlations, retaining associations significant in both years with a consistent sign; and


208 (ii) linear regression pooling both years, with year as a fixed covariate and cluster-robust


209 standard errors at the genotype level (vcovCL, Zeileis _et al._, 2020). FDR correction at 5% was


210 applied within each trait category, with STI and LR indices corrected independently. For all


211 pooled models, a predictor x Year interaction term additionally tested whether association


212 strength differed between years.


213


214 **Predicting genotype-level drought tolerance from the constitutive ionome**


215 To predict genotype-level drought tolerance, the STI of shoot biomass and of grain weight were


216 used. Three predictors were compared. The first approach used a simple linear regression to


217 assess the well-watered score of the PC2 axis as a predictor of the STI. The second approach


218 used a linear regression to identify the ion most strongly correlated with the STI as a predictor.


219 The third approach used a penalized regression (LASSO; Tibshirani, 1996; glmnet package,


220 Friedman et al., 2010) on all measured elements to identify a multi-ion signature predictor,


221 with λ chosen at the one-standard-error rule and with an ion selection frequency over 20 refits.


222 In the three approaches, the predictive accuracy, namely the correlation between observed and


223 out-of-fold predicted values, was estimated by repeated genotype-grouped 5-fold cross

224 validation (20 repetitions) with identical partitions for all predictors, and predictors were


225 compared using bootstrap intervals of the differences (10,000 resamples of genotypes). All


226 predictors were evaluated on the same held-out genotypes, so that accuracy reflects prediction


227 of new genotypes rather than model fit.


228 The predicted score (centred on the year mean) for each STI, calculated as the mean


229 out-of-fold for the best predictor (highest mean predictive accuracy) of the three approaches,


230 was used to classify genotypes as tolerant, intermediate or sensitive using tercile thresholds, as


231 was the observed STI. To verify that predicted scores separated genotypes that were tolerant


232 from those that were sensitive for the observed STI, the scores of these two groups were


233 compared with a Wilcoxon test. Fisher’s exact and Spearman tests were used to test whether


234 genotypic classification between STI for shoot biomass and STI for grain weight was


235 conserved, on predicted and observed values. To test if population structure was a potential


236 confounder, a PCA using the genotypic data from the panel was performed and the first two


237 components were selected. The first two components were correlated with the predicted scores


238 and included as covariates in the regression of the observed STI on the predicted score.


239


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240 **Estimation of phenotypic variance components**


241 To partition the variation of each principal component and each element into constitutive and


242 condition-specific genetic components, a linear mixed model was fitted to genotype BLUEs by


243 restricted maximum likelihood (REML, lme4; Bates _et al._, 2015):


244 P gty = µ + T t + Yy + (TxY) ty + Gg + (GxT) gt + (GxY) gy + ε gty (3)


245 where T and Y are fixed effects of treatment and year, (T×Y) their fixed interaction, G the


246 random effect of genotype, and G×T and G×Y the random genotype-by-treatment and


247 genotype-by-year interactions. Year was treated as fixed because it has only two levels.


248 Random effects were tested by likelihood-ratio tests comparing the full model to the model


249 without the effect (with statistical threshold _p_ &lt; 0.05) and, for principal components, fixed


250 effects by Type II F-tests (Satterthwaite approximation, lmerTest, Kuznetsova _et al._, 2017).


251 For elements, each random component is expressed as a percentage of the total random


252 variance. For principal components, the variance of each fixed term (sum-to-zero coding) was


253 added to the random components so that the treatment effect could be compared with the


254 genetic components (Nakagawa and Schielzeth, 2013). The principal component with the


255 highest treatment percentage was retained as the stress-response axis. In the year-specific


256 PCAs, the treatment share was estimated as η² = SS_T/SS_total from the linear model:


257 PC i = μ + G g + T t + ε i (4)


258 with Genotype (G) and Treatment (T) as fixed effect.


259


260 **Genome-wide association analysis (GWAS)**


261 A total of 269,848 SNPs were obtained from whole-genome sequencing of 147 inbred lines


262 from the PMiGAP panel, after filtering for minor allele frequency (MAF &gt; 0.05) and missing


263 data rate (&lt; 20% per SNP and per genotype). Procedures for filtering, imputation, and


264 population structure inference are described in Nakombo-Gbassault _et al._, (2025).


265 GWAS was performed on ion BLUEs for each of the four environments separately


266 (WW21, WW22, WS21, WS22), using four complementary models correcting for population


267 structure and/or genetic relatedness through different approaches: LFMM2 (Frichot _et al._,


268 2014), BLINK (Huang _et al._, 2019), EMMA (Kang _et al._, 2008) and CMLM (Zhang _et al._,


269 2010). For ions showing a significant genotype × treatment interaction, GWAS was performed


270 on the corresponding plasticity index (LR) to identify loci associated with variation in the


271 response to water deficit.


272


273 **Multi-environment meta-analysis of GWAS**


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274 For each of the four GWAS models, results across environments were integrated independently


275 using the fixed-effect ( _Fe_ ) procedure of the metaGE framework in R (De Walsche _et al._, 2025).


276 Because the same genotypes were evaluated across environments, the correlation between


277 environment-specific GWAS was first estimated to account for this non-independence in the


278 model.


279 In metaGE, the estimated effect (β) and _p_ -value of each marker from each environment

280 specific GWAS is converted into a signed Z-score:


281 Z mk = sign(β mk ) × Φ⁻¹(1 - p mk /2) (5)


282 where Z mk is the Z-score of marker m in environment k, β mk and p mk its estimated effect and _p_ 

283 value, and Φ⁻¹ the quantile function of the standard normal distribution.


284 Two complementary tests were applied: (i) a model without treatment contrast,


285 identifying markers with effects consistent across all environments, and (ii) a model with an


286 explicit contrast opposing irrigation and water deficit, testing for marker effects within each


287 water regime and differences between regimes. The no-contrast model was applied (i) across


288 all four environments, (ii) within each water regime separately (WW21 and WW22 combined


289 or WS21 and WS22 combined), and (iii) on the plasticity index (LR, both years combined).


290 The contrast model was applied across all four environments. Significance was set at _p_ &lt; 10 &#91;⁻5&#93; .


291 To delimit a region of interest around each significant SNP, pairwise linkage disequilibrium


292 (r²) was calculated using PLINK v1.9 (Chang _et al._, 2015) within a ± 50 kb window centred on


293 the significant marker. SNPs with r² &gt; 0.5 were considered genetically linked and grouped with


294 the significant SNP to define the boundaries of the associated region. Candidate genes within


295 this region were identified using the functional annotation of the pearl millet reference genome


296 (ASM217483v2; (Varshney _et al._, 2017).


297


298 **Allelic class effect analysis**


299 For each significant marker, trait associations were tested across the three allelic classes


300 (homozygous reference, heterozygous, homozygous alternative) determined from VCF


301 genotype calls, using linear mixed models fitted by maximum likelihood (REML = FALSE),


302 which allows likelihood ratio tests between models differing in fixed effects:


303 trait = μ + SNP_class + Year + Genotype + ε (6)


304 where SNP_class and Year are fixed effects, Genotype is a random effect of line identity


305 accounting for repeated measurements across years, and ε is the residual. Significance was


306 assessed by likelihood ratio test against a null model without the SNP_class term, and effect


307 size was estimated by the increase in marginal R² relative to this null model (ΔR²m; Nakagawa


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308 and Schielzeth, 2013). Estimated marginal means of allelic classes were compared using


309 Tukey-adjusted pairwise contrasts. Dependence of the allelic effect on water regime was tested


310 using a SNP class × treatment interaction:


311 Trait = μ + SNP_class + Treatment + (SNP_class×Treatment) + Year + (Year×Treatment) +


312 Genotype + ε (7)


313 To assess whether the SNP effect was independent of the phenological variation, the


314 association between each trait and flowering time under well-watered conditions (DTF_WW)


315 was first tested by replacing SNP_class with DTF_WW in model (6); DTF_WW was then


316 included as a covariate in both the full and null models:


317 trait = μ + SNP_class + DTF_WW + Year + Genotype + ε (8)


318 and the change in the difference between homozygous classes was expressed as a percentage


319 reduction.


320


321 **Result**


322 **Genotypic and interannual variation in the foliar ionomic response to early water deficit**


323 To characterise the foliar ionomic response to early water stress, we quantified 17 mineral


324 elements in leaves of 175 pearl millet inbred lines evaluated under well-watered (WW) and


325 water-stressed (WS) conditions over two seasons (2021 and 2022) at Bambey (Senegal). Under


326 water stress, the 17 measured elements varied widely among genotypes, with coefficients of


327 variation ranging from 12.4% (S) to 44.8% (Na) in 2021 and from 12.4% (S) to 51.9% (Li) in


328 2022 (Table 1). Broad-sense heritability also showed substantial variation, from low for lithium


329 (H² = 0.01 in 2022) and nickel (H² = 0.04 in 2022) to high for cadmium (H² = 0.77-0.84) and


330 cobalt (H² = 0.80-0.82) indicating strong differences in the genetic control of ion accumulation


331 in pearl millet (Table 1). Soil ion concentrations were sampled from thirteen locations spread


332 across the four replicate blocks, at four depths per location. These soil values did not match


333 mean foliar ion concentrations in any of the four environments (Mantel tests, _r_ = -0.37 to 0.09,


334 all _p_ - 0.45), suggesting that differences between genotypes were independent of differences


335 in soil ion contents (Supplementary Table S2).


336


11


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337 **Table 1: Descriptive statistics and broad-sense heritability of foliar ion concentrations**


338 **under well-watered and water-stressed conditions.**


WW WS



Element Year



Mean

concentration

( mg kg &#91;-1&#93; )



SD CV Min Max H2



n



Mean

concentration

( mg kg &#91;-1 &#93; )



SD n



Ca


Cd


Co


Cu


Fe


K


Li


Mg


Mn


Mo


Na


Ni



2021 119 10920.98 4314.2 96 9516.1 2495.26 26.2 5123.92 17380.9 0.81


2022 121 7187.06 1573.15 121 7688.06 1514.75 19.7 4088.81 11779.92 0.74


2021 113 0.41 0.16 95 0.42 0.18 41.8 0.09 1.13 0.77


2022 120 0.45 0.14 115 0.58 0.21 35.9 0.25 1.41 0.84


2021 117 0.08 0.02 93 0.1 0.03 31.3 0.04 0.2 0.82


2022 121 0.06 0.02 117 0.07 0.03 41 0.02 0.19 0.80


2021 118 8.81 1.81 98 10.66 02.09 19.6 6.61 15.99 0.82


2022 124 6.29 1.17 124 6.83 1.17 17.2 3.99 10.59 0.76


2021 118 98.61 25.55 97 103.44 34.55 33.4 47.05 218.99 0.80


2022 121 62.86 14.57 118 59.12 9.7 16.4 41.58 100.07 0.64


2021 120 30486.69 7383.72 98 15481.56 4579.16 29.6 5554.01 29228.41 0.29


2022 125 41030.1 9373.68 125 36132.62 7086.5 19.6 20888.37 58864.14 0.33


2021 119 0.06 0.02 96 0.04 0.01 32.3 0.01 0.08 0.44


2022 121 0.03 0.01 117 0.01 0.01 51.9 0 0.03 0.01


2021 120 7425.09 1730.51 98 10883.43 3394.66 31.2 4329.01 20689.75 0.73


2022 124 7670.91 1431.56 123 10000.37 2164.93 21.6 4939.59 15572.19 0.69


2021 119 55.41 19.83 97 79.26 22.8 28.8 30.3 160.07 0.66


2022 121 39.32 9.3 120 48.76 10.35 21.2 26.37 79.55 0.54


2021 116 1.32 0.68 92 1.33 0.54 40.3 0.46 2.96 0.80


2022 118 0.96 0.32 120 0.78 0.25 32.5 0.32 1.71 0.72


2021 114 1234.74 497.24 95 216.52 97 44.8 85.07 518.1 0.78


2022 119 1423.95 393.22 114 498.35 228.49 45.9 127.28 1338.37 0.83


2021 101 1.74 0.41 82 1.77 0.52 29.1 0.74 3.25 0.42


2022 104 0.78 0.24 104 0.88 0.23 26.4 0.45 1.68 0.04


12


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2021 119 4412.61 781.59 98 4052.16 782.95 19.3 2349.25 6065.8 0.71


P


2022 125 2117.45 389.3 121 1918.73 375.47 19.6 921.17 3551.05 0.69


2021 120 38.79 7.76 97 29.18 8.62 29.5 12.72 51.34 0.64


Rb


2022 124 46.41 8.44 124 46.07 8.24 17.9 25.75 75.12 0.53


2021 119 2848.12 384.98 98 2916.58 361.73 12.4 1991.22 3729.47 0.74


S


2022 124 2043.58 287.28 121 2032.71 252.53 12.4 1424.01 2814.37 0.65


2021 118 298.22 111.4 97 243.13 73.78 30.3 86.41 466.86 0.69


Sr


2022 124 255.52 58.14 123 276.39 57.42 20.8 134.3 482.69 0.61


2021 108 65.77 17 98 45.64 9.82 21.5 20.17 70.92 0.64


Zn


2022 121 37.55 8.42 119 32.26 7.91 24.5 15.03 53.81 0.63


339 For each of the 17 foliar elements and each year (2021, 2022), the number of genotypes with
340 available BLUEs (n), mean, and standard deviation are reported for well-watered (WW) and
341 water-stressed (WS) conditions; coefficient of variation (CV), minimum and maximum values
342 are additionally reported for the water-stressed condition. Broad-sense heritability (H²) was
343 estimated jointly with BLUEs under water stress.
344

345 The ionomic profile was more strongly disturbed in response to vegetative drought


346 stress in 2021 than in 2022, with a mean plasticity index (LR) across the 17 elements of -0.23


347 in 2021 versus -0.12 in 2022. Comparing the two water regimes revealed three clear and


348 repeatable patterns of ionomic response to vegetative drought (Fig. 1). A first group of four


349 elements increased significantly under water deficit in both years. This group included


350 magnesium (Mg), cobalt (Co), manganese (Mn), and copper (Cu). A second group of five


351 elements decreased significantly under water deficit in both years. This group comprised


352 sodium (Na), potassium (K), zinc (Zn), lithium (Li), and phosphorus (P). A third group, made


353 up of calcium and strontium, reversed direction between years: both elements decreased under


354 water deficit in 2021 but increased in 2022. The treatment-by-year interaction was significant


355 for 14 of the 17 elements (Supplementary Table S3). Lithium, sodium and nickel were the only


356 elements with no significant interaction. Together with the moderate-to-high heritability of


357 several elements, these results indicate that the early ionomic response to water deficit in pearl


358 millet is reproducible and structured.


359


360 **Structure of the foliar ionome network across water regimes**


361 To investigate the functional interdependencies underlying foliar ionomic variation, pairwise


362 correlation matrices among the 17 elements were computed separately for each water regime


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363 and year (Supplementary Fig. S1). Overall, correlation patterns were largely conserved


364 between well-watered and water-deficit conditions, as indicated by significant Mantel


365 correlations between the two matrices in both years ( _r_ = 0.88 in 2021; _r_ = 0.81 in 2022; _p_ =


366 0.001). However, the proportion of significant pairwise correlations decreased under water


367 deficit, from 66.9% to 59.6% in 2021 and from 44.1% to 25.7% in 2022, indicating an overall


368 weakening of ion-ion associations under stress. Hierarchical clustering on the correlation


369 matrix averaged across all four environments identified two anti-correlated modules: Module


370 1, comprising thirteen elements (Ca, Cd, Co, Cu, Fe, Li, Mn, Mo, Ni, P, S, Sr, and Zn), and


371 Module 2, comprising four elements (K, Mg, Na, and Rb). This two-module partition was


372 robust to FDR correction at 5% of the correlation matrix. Within Module 1, correlations were


373 observed within the four environments for Ca-Sr (r = 0.86-0.98), Cu-Fe ( _r_ = 0.66-0.84), Cu-S


374 ( _r_ = 0.55-0.73), and Cu-P ( _r_ = 0.56-0.72). Within Module 2, K-Rb was the only pair significant


375 in all four environments ( _r_ = 0.50-0.66), indicating that Module 2 cohesion is primarily carried


376 by these two elements. Between the two modules, negative correlations were observed as


377 significant in all four environments for Fe-K ( _r_ = -0.43 to -0.26) and Cu-K ( _r_ = -0.37 to -0.28),


378 while it was significant in three of the four environments for Rb-Sr, Mo-Na, Cu-Rb and Mg-P.


379 These results show that while the foliar ion correlation network remains structured under early


380 drought, its connectivity and strength are partially reconfigured, reflecting a degree of plasticity


381 in the ionomic covariance structure.


382


383 **Relationships between foliar ionome and agro-morphological traits across water regimes**


384 We next examined relationships between individual foliar ion concentrations and agro

385 morphological traits separately under well-watered and water-deficit conditions, retaining only


386 correlations that were significant in both 2021 and 2022 and with a consistent sign


387 (Supplementary Fig. S2, S3). These correlations were structured according to the two ionomic


388 modules previously identified. Under well-watered conditions, Module 1 elements, particularly


389 Fe, Cu and Mo, were predominantly negatively correlated with phenological traits and plant


390 height, whereas Module 2 elements, particularly K and Na, showed positive correlations with


391 time to flowering and maturity. Under water deficit, the overall contrast between the elements


392 from the two modules was maintained. Cu and Mo were negatively associated with flowering


393 and maturity time, while Fe, Cu, and Mo were negatively associated with plant height. In


394 contrast, K and Mg showed positive associations with flowering and maturity time, and Rb was


395 positively associated with plant height. Relationships with biomass and yield were element

396 and water-regime-specific, including a positive correlation between Mn and grain weight under


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397 well-watered conditions, and negative correlations of Cu and P with shoot dry weight at


398 maturity under water deficit.


399 We then asked whether, in each of the four environments, correlations observed for


400 individual elements aligned with those observed at the module-level. Composite module scores


401 largely reproduced the contrast already described and extended it to additional traits


402 (Supplementary Table S4). Under well-watered conditions, Module 2 was positively associated


403 with days to flowering, days to maturity, plant height and negatively correlated with harvest


404 index, whereas Module 1 associated negatively with flowering, maturity and plant height, and


405 positively with spike number. Under water deficit, the same contrast persisted for flowering,


406 maturity and plant height, and Module 2 was additionally associated with shoot dry weight at


407 maturity (Supplementary Table S4). The same analysis performed on the combined four


408 environments largely confirmed the main associations identified in the year-specific analyses


409 and revealed additional relationships with grain weight and root anatomical traits under water


410 deficit (Supplementary Tables S5 and S6). The low frequency of significant year interactions


411 indicated that most ion-trait associations were consistent across years.


412 We next examined whether ion-trait relationships were associated with ionic stability,


413 measured as the stress tolerance index (STI), or with the magnitude of the ionic response to


414 water deficit, measured as the log-ratio index (LR; Supplementary Fig. S4, S5, S6 and S7). The


415 STI-STI correlations recapitulated the major patterns observed for raw ion concentrations, with


416 STI of Fe, Cu and Mo negatively correlated with STI of flowering and maturity time, whereas


417 STI of K showed positive correlations with the STI of the same traits. This phenological pattern


418 was also observed at the module level, with Module 1 negatively and Module 2 positively


419 associated with STI of flowering and maturity time respectively (Supplementary Table S7). LR


420 of Ca and Sr was positively correlated with STI of flowering time and maturity time. No LR

421 based association was detected at the module level (Supplementary Table S7). Thus, the


422 reproducible ion-trait network was dominated by correlations between ionic stability and


423 phenological stability, while ionic plasticity contributed a smaller, element-specific, set of


424 correlations involving Ca and Sr. A complementary analysis pooling both years, at both the


425 individual-ion and module levels, recovered these correlations and additionally identified


426 relationships involving trait plasticity, not detected under the stricter two-year criterion


427 (Supplementary Table S8). Year interactions were rare among these correlations.


428 Overall, foliar ion concentrations were consistently associated with flowering and


429 maturity time and plant height, with opposite patterns between the two ionomic modules across


430 years and water regimes. The stability of ion concentrations across water regimes, more than


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431 their plasticity, was associated with the stability of phenological traits, plant height and, to a


432 lesser extent, biomass and yield components.


433


434 **Multivariate analysis of foliar ionomic variation**


435 Principal component analysis (PCA) of foliar ion concentrations across the four environments


436 resolved two major axes of ionomic variation, together explaining 60.8% of the total variance


437 (PC1, 46.2%; PC2, 14.6%; Fig. 2a). A joint model partitioning each axis by genotype, year,


438 treatment and their interaction showed that PC1 was predominantly associated with year, which


439 accounted for 70.5% of the variance in PC1 scores ( _p_ &lt; 0.001; Fig. 2b). In contrast, PC2 was


440 predominantly associated with water treatment, which accounted for 65.9 % of the variance in


441 PC2 scores ( _p_ &lt; 0.001). The main effect of year was not significant for PC2 ( _p_ = 0.3),


442 suggesting that this axis is predominantly associated with water treatment across years. PC2


443 was therefore retained as the stress-response axis. The loading structure of PC2 further revealed


444 a coordinated contrast among multiple elements rather than the contribution of a single ion (Na


445 showed the largest positive loading while Mg showed the largest negative loading; Fig. 2c).


446 PC2 also retained a significant genotype component, with genotype accounting for


447 9.3% of its variance ( _p_ &lt; 0.001), indicating that genotypes differed significantly in their


448 position along the multivariate ionomic axis associated with water treatment. A significant year


449 × treatment interaction was also detected for PC2 (5.4%, _p_ &lt; 0.001), indicating that the


450 magnitude of the ionomic response to water deficit varied between years. No principal


451 component showed a significant G×T variance ( _p_ ≥ 0.30), whereas G×Y was significant for


452 PC1, PC3 and PC5 (p &lt; 0.01). When PCA variance was partitioned separately by year PC2


453 remained the component most strongly associated with water treatment in both years, with


454 treatment accounting for 77% of the variance in 2021 and 67% in 2022 (Supplementary Fig.


455 S8).


456 We next tested whether the ionomic signature associated to response to water stress


457 (PC2) was correlated to the changes in agromorphological traits (LR and STI). The well

458 watered score (PC2_WW) was negatively correlated with STI for grain weight, plant height


459 and spike weight, while the water-stressed score (PC2_WS) was negatively correlated with STI


460 for spike weight (Supplementary Fig. S9). A model with both years, with year as a fixed


461 covariate and standard errors adjusted for repeated measurement of genotypes, confirmed these


462 five associations and identified new ones (Supplementary Table S9). PC2_WW was


463 additionally negatively correlated with STI for shoot dry weight both at 42/49 DAS and at


464 maturity, and days to flowering and maturity, while PC2_WS was negatively associated with


16


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465 STI for grain weight and tiller number. Associations between PC2 or the stress-induced


466 displacement of the axis (ΔPC2), and trait stability or plasticity were rare.


467 Altogether, water availability shaped foliar ionomic variation along a single


468 coordinated gradient (PC2). The position of genotypes along this gradient under well-watered


469 conditions, more than the shift induced by water deficit, was associated with STI for shoot


470 biomass, grain weight, spike weight and plant height, suggesting that the leaf mineral profile


471 of unstressed plants could help identify tolerant genotypes.


472


473 **Ionomic prediction of genotype-level drought tolerance**


474 Having established that the PC2 axis under well-watered conditions was associated with STI


475 for biomass and grain weight, we tested whether the ionome measured under well-watered


476 conditions could predict drought tolerance in pearl millet. Three predictors were compared: (i)


477 the well-watered score of PC2 (PC2_WW), (ii) the single ion most strongly correlated with the


478 trait, and (iii) a multi-ion signature obtained by penalized regression.


479 For STI grain weight, PC2_WW showed the highest accuracy, ahead of the multi-ion


480 signature and the single ion selected within training sets (mean cross-validated r = 0.300, 0.197


481 and 0.195, respectively), suggesting a better prediction of grain weight maintenance


482 (Supplementary Table S10). For STI shoot dry weight at maturity, the multi-ion signature,


483 which retained Mg, Fe and Mo in all 20 refits, significantly outperformed the single ion and


484 PC2_WW (r = 0.422, 0356 and 0.317, respectively), indicating improved prediction from a


485 specific multi-ion signature (Supplementary Table S10).


486 The tercile analysis identified 42 observed tolerant and 42 observed sensitive genotypes


487 whose predicted scores differed significantly for both traits (Wilcoxon, p = 0.015 and p =


488 1.7×10⁻¹¹, respectively; Supplementary Table S10). Classification in each group for shoot


489 biomass and grain weight was non-random (Fisher’s exact test, OR = 8.2, p = 3×10⁻⁷), genotype


490 ranking was conserved (Spearman ρ = 0.54, _p_ &lt; 2.2×10⁻¹⁶), and similar for observed STI (OR


491 = 4.2, p = 5×10⁻⁴; ρ = 0.38, _p_ = 1×10⁻⁵), with 27 genotypes jointly classified as tolerant for


492 shoot biomass and grain weight (Supplementary Table S11). Predicted scores were not


493 substantially confounded by population structure, which was limited in this panel (genomic


494 PC1 explained 4.6% of the variance).


495 Overall, foliar ionomic profiles measured on well-watered plants predicted the


496 maintenance of grain weight and biomass under water deficit. The most informative predictor


497 differed between traits, the global PC2 axis for grain weight and a multi-ion model consistently


17


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498 retaining Mg, Fe and Mo across refits for biomass. Based on predicted scores, 27 genotypes


499 were classified as tolerant for both traits, identifying drought-tolerant germplasm and


500 illustrating the use of pre-stress ionomic profiling for early, non-destructive screening.


501


502 **Genetic variance in foliar ion accumulation and its interaction with water treatment**


503 To quantify the respective contributions of genetic and environmental factors to foliar ion


504 accumulation, linear mixed-effects models were fitted for each element, with water regime,


505 year, and their interaction as fixed effects, and genotype, genotype by treatment (G×T), and


506 genotype by year (G×Y) as random effects. The random genotype effect was significant for


507 multiple ions, reflecting substantial genetic variation in mean foliar concentrations


508 independently of water regime. The proportion of total phenotypic variance attributable to


509 genetic effects ranged widely across elements (from 21% for Zn to 40.6% for Cu; Fig. 3;


510 Supplementary Table S12). Among all elements analysed, only potassium showed a significant


511 G×T interaction ( _p_ = 5.48×10⁻³), accounting for 15.9% of its total variance (Supplementary


512 Table S12), indicating that pearl millet genotypes differ specifically in their foliar potassium


513 content in response to early water deficit. Drought-induced changes in the other elements


514 analysed were largely independent of the genotypes.


515


516 **Constitutive genetic architecture of the pearl millet foliar ionome**


517 To identify markers with effects consistent across all four environments, genome-wide


518 association analysis was performed using the metaGE meta-analysis framework without


519 contrast for treatments. Significant loci were identified for 12 of the 17 quantified elements,


520 yielding 48 significant SNPs that resolved into 42 independent QTLs after grouping markers


521 within linkage disequilibrium blocks (Table 2; Supplementary Table S13). Four instances of


522 co-localisation between markers associated with different elements were observed. The SNP


523 CM007983_27393436 on chromosome 2 was associated with both K and Cu accumulation, the


524 SNP CM007986_6220019 on chromosome 5 was associated with both Fe and Ca


525 accumulation, and the SNP LKME02014639.1_317356 on an unanchored contig and


526 CM007983_157814421 on chromosome 2 were associated with both K and Rb accumulation


527 (Table 2; Supplementary Table S13). Among all elements, K showed the broadest


528 chromosomal distribution of associated loci. Genes present within the linkage disequilibrium


529 (LD) block surrounding each QTL and the Z-scores of all significant SNPs in each environment


530 are summarised in Supplementary Table S13. These 42 QTLs thus represent loci with


531 consistent effects on the foliar ionome across all four year × water regime combinations (well

18


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532 watered and drought-stressed).


533


534 **Table 2. Constitutive QTLs for leaf element concentrations detected by multi-**
535 **environment GWAS meta-analysis across four environments in the PMiGAP pearl millet**

536 **panel.**


**Element** **Markers** **QTLs** **Chromosomes** **Co-localised QTLs**


Ca 4 4 1, 3, 5, contig 1 (Fe)


Cd 2 1 1 –


Cu 5 3 2, 3, 5 1 (K)


Fe 5 4 2, 5, 7 1 (Ca)


K 9 8 1, 2, 6, 7, contig 3 (Cu, Rb)


Li 5 4 2, 4, contig –


Mg 2 2 3, contig –


Mn 2 2 2, contig –


Mo 1 1 6 –


Na 2 2 3, 4 –


Rb 10 10 1, 2, 6, contig 2 (K)


Zn 1 1 2 –


537 Markers: total number of significant SNPs ( _p_ &lt; 10⁻⁵) from the metaGE fixed-effect meta538 analysis without contrast, performed for four GWAS methods (LFMM2, EMMA, BLINK and
539 CMLM). QTLs: number of QTL associated; markers of the same element located within the
540 same LD region (r² &gt; 0.5) were grouped into one QTL. Chromosomes: chromosomal positions
541 of the identified QTLs; contig refers to unanchored genomic contigs that could not be assigned
542 to a specific chromosome. Co-localised QTLs: number of QTLs sharing a marker with a QTL
543 for another element (element in brackets). Details for each marker are given in Supplementary
544 Table S13.

545


546 **Identification of QTLs controlling leaf potassium plasticity**


547 We next looked for QTL controlling ionomics plasticity in response to vegetative water stress.


548 Among the 17 elements, K was the only one with a significant genotype × treatment variance


549 component ( _p_ = 5.48×10⁻³). To dissect the genetic architecture of potassium plasticity in


550 response to water deficit, three complementary analyses were applied: (i) condition-specific


551 GWAS within each water regime, (ii) a genotype by treatment contrast model in MetaGE


19


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552 within all four environments, and (iii) GWAS on the potassium plasticity index LR_K. These


553 analyses identified a set of loci whose effects are either condition specific or relate to the


554 potassium response to water stress.


555 Under well-watered conditions, five significant SNPs were detected on chromosomes


556 2, 3, 6 and 7, resolving into five independent QTLs (Supplementary Table S14). Among these,


557 CM007983_27393436 on chromosome 2 (qKC-2a) and CM007987_104928234 on


558 chromosome 6 (qKC-6b) were also identified in the four-environment analysis without contrast


559 for treatments. Under water stress, two significant SNPs were detected: CM007987_17176446


560 on chromosome 6 (qKC-6a) and LKME02014639.1_317356 on an unanchored contig (qKC

561 uc1). Both SNPs were also identified in the four-environment analysis without contrast, with


562 Z-scores of greater magnitudes under water stress than under well-watered conditions. Three


563 SNPs detected under well-watered conditions were absent from both the four-environment and


564 water stress analyses and defined well-watered-specific QTLs: CM007984_207071465 on


565 chromosome 3 (qKE-3), CM007988_37716247 on chromosome 7 (qKE-7a) and


566 CM007988_136644636 on chromosome 7 (qKE-7b).


567 In the genotype by treatment contrast model applied across four environments, a single


568 SNP reached significance: CM007983_27393436 on chromosome 2 (qKC-2a), already


569 identified in the four-environment without contrast analysis, and well-watered analyses


570 (Supplementary Table S14). This SNP had Z-scores of the same sign in all four environments,


571 but larger under well-watered than under water stress conditions (Z = 5.34 and 4.19 under well

572 watered conditions; Z = 3.29 and 2.76 under water stress, for 2021 and 2022 respectively). The


573 C allele was associated with higher K concentration under both water regimes, with a larger


574 difference under well-watered conditions (C/C vs T/T: 39,689 vs 32,294 mg kg⁻¹) than under


575 water stress (28,114 vs 24,322 mg kg⁻¹). The SNP class × treatment interaction on K


576 concentration was significant ( _p_ = 0.002), i.e. the effect of qKC-2a differed in size between


577 water regimes but not in direction.


578 Direct GWAS on potassium plasticity index LR_K identified two significant SNPs on


579 chromosome 6: CM007987_110250858 and CM007987_110250945, located 87 bp apart


580 within the same linkage disequilibrium block (Supplementary Table S14). Together they define


581 a single QTL designated qKP-6. Neither SNP was detected in previous GWAS on absolute


582 potassium concentrations. Pairwise linkage disequilibrium between CM007987_110250858


583 and all other significant potassium SNPs was r² &lt; 0.09 regardless of chromosomal position,


584 indicating that qKP-6 is distinct from all previously identified potassium loci. G/G genotypes


585 at the CM007987_110250858 locus accumulated more potassium than A/A genotypes under


20


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586 well-watered conditions, whereas potassium concentrations did not differ significantly between


587 genotypes under water stress. A/A genotypes showed a mean potassium loss of 27.4% under


588 water stress relative to well-watered conditions, compared to 40.1% for G/G genotypes. A


589 significant SNP class × treatment interaction ( _p_ = 2.4×10⁻⁴) indicated that allelic effects at this


590 locus depend on the water regime. Because LR_K was associated with flowering time ( _p_ =


591 1.6×10⁻⁴) and A/A genotypes flowered 4.4 days earlier than G/G genotypes ( _p_ = 0.003), models


592 were additionally adjusted for flowering time. The qKP-6 effect on LR_K remained significant


593 ( _p_ &lt; 0.001; ΔR²m = 0.037), with a 14.7% reduction between homozygous classes, whereas the


594 effect on potassium concentration under well-watered conditions was no longer significant ( _p_


595 = 0.10), suggesting that the association with K plasticity was not fully accounted for by


596 flowering time. The effect on LR_K was significant in each year (2021: _p_ = 0.017; 2022: _p_ =


597 6.5×10⁻⁵). Altogether, our analyses identified a new QTL, qKP-6, associated with the plasticity


598 of leaf K concentration under vegetative drought stress and distinct from the loci for K


599 concentration.


600


601 **Identification of a candidate gene in qKP-6**


602 At qKP-6, linkage desequilibrium analysis around SNP CM007987_110250858 identified a


603 14.3-kb LD block spanning 110,236,620 to 110,250,945 bp and containing


604 CM007987_110250945, a second SNP significantly associated with the potassium plasticity


605 index (Figure 4; Supplementary Table S14). The block also encompassed several additional


606 variants, including four SNPs located within _Pgl_GLEAN_10012096_ (110,235,838

607 110,237,176 bp) which partially overlaps the LD block. These four SNPs showed strong LD


608 with the index SNP ( _r²_ = 0.77-0.86), supporting _Pgl_GLEAN_10012096_ as the strongest


609 positional candidate at this locus. BLASTp analysis of the predicted 348-amino-acid protein


610 revealed sequence similarity to uncharacterised proteins from related grass species, including


611 _Urochloa humidicola_ (59% sequence identity), _Setaria italica_ (52%) and _Paspalum vaginatum_


612 (46%). InterProScan identified no recognisable functional domains in the predicted protein.


613 Thus, _Pgl_GLEAN_10012096_ is prioritised as a positional candidate for potassium plasticity


614 at qKP-6, although its molecular function remains unknown.


615


616 **Discussion**


617 In this study, we investigated the drought response of the leaf ionome in pearl millet, aiming


618 to identify ions associated with early drought tolerance and to evaluate whether plasticity in


619 ion content contributes to this tolerance. In addition, we searched for genetic determinants


21


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620 associated with ion content stability across water regimes and with drought-induced plasticity,


621 with the aim of supporting breeding towards improving pearl millet resilience to drought in


622 terms of nutrient use efficiency and forage quality. Our findings suggest that the stability of


623 several leaf ions is associated with drought tolerance in pearl millet. We further identified the


624 genetic architecture underlying both ion stability across water regimes and drought-induced


625 ion plasticity highlighting potassium as a particularly variable component of the drought


626 response.


627 Leaf ionomic composition has been shown to be remodelled by drought stress in several


628 crops (Fischer _et al._, 2019; D’Oria _et al._, 2022). In young wheat leaf blades, moderate to severe


629 drought stress induced a significant reduction in the concentration of most ions (D’Oria _et al._,


630 2022), whereas in maize cobs, mild drought increased ion concentrations, while severe drought


631 caused a strong reduction (Fischer _et al._, 2019). Substantial variation among genotypes has also


632 been observed in ionomic responses to drought (D’Oria _et al._, 2021, 2022; Quagliata _et al._,


633 2025). In our study, the use of a large panel of pearl millet genotypes confirmed that the leaf


634 ion content under drought varied largely among genotypes and that this variation was partly


635 under genetic control. The strongest source of environmental variation in ionomic composition


636 was associated with the year, as observed in the principal component analysis. The effect of


637 the drought treatment was secondary and was mainly captured by the second principal


638 component axis. Despite the strong year effect, correlations among ions observed under


639 irrigated conditions were generally conserved under drought stress, although they tended to


640 weaken. Indeed, two covariation modules were consistently identified across conditions: one


641 comprising Ca, Cd, Co, Cu, Fe, Li, Mn, Mo, Ni, P, S, Sr and Zn, and another comprising Na,


642 K, Rb and Mg. The concentrations of some of these ions were consistently affected by drought


643 across both years: Na, K, Zn and Li concentrations decreased, whereas those of Mg, Co, Mn


644 and Cu increased. Together, these results suggest that water deficit does not disrupt the overall


645 structure of the leaf ionome but rather alters elemental concentrations while largely preserving


646 their covariation structure. This interpretation is consistent with the concept of ionomic


647 homeostasis, whereby coordinated relationships among elements can be maintained despite


648 changes in their absolute concentrations under water deficit (Salt _et al._, 2008).


649 The concentrations of several ions have been associated with improved drought


650 tolerance in crops. In alfalfa, changes in the concentrations of ions such as Na, K and Ca were


651 associated with the maintenance of cellular homeostasis and water balance under drought


652 (Chen _et al._, 2026). Furthermore, several studies have illustrated the beneficial role of K in


653 mitigating the effects of drought stress in wheat (Alzahrani _et al._, 2026), barley (Feng _et al._,


22


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654 2020) or poplar (Zhang _et al._, 2023). In line with these findings, our results showed that Na


655 and K concentrations were positively correlated with time to flowering, while parameters


656 describing the ion module containing these two elements were also positively correlated with


657 shoot dry weight at maturity. However, Na and K concentrations were significantly reduced


658 under drought. Such reductions may result from decreased K uptake and translocation to the


659 shoots due to drought-induced limitations in transpiration and may illustrate a potential trade

660 off between water conservation and nutrient uptake required for osmoregulation (Nieves

661 Cordones _et al._, 2014, 2019). Conversely, Cu and Fe concentrations were negatively associated


662 with plant height and shoot dry weight at maturity under drought. Similarly, although Mg


663 concentration was not directly correlated with agro-morphological traits, the computation of an


664 ionomic signature based on a principal component analysis revealed that the water stress score


665 (PC2_WS), to which Mg was a major contributor, was negatively associated with the stress


666 tolerance index (STI) for grain weight, tiller number and shoot dry weight at maturity. Leaf Mg


667 and Cu concentrations increased under drought and, although Fe concentration did not increase


668 significantly in these conditions, it was closely associated with Cu concentration. This pattern


669 is consistent with the possibility that a variation in Cu and Fe levels contributes to oxidative


670 stress under drought conditions (Ravet and Pilon, 2013). Therefore, both ions deficiency (likely


671 Na and K) and excessive accumulation of specific ions (Mg, Cu and Fe) may have contributed


672 to the reduction in shoot biomass production and yield under drought. However, these


673 associations should be interpreted as relationships rather than evidence of direct causal effects.


674 Beyond individual ion associations, the constitutive foliar ionome under well-watered


675 conditions also distinguished tolerant and sensitive genotypes. Grain yield maintenance under


676 drought tended to be best captured by the well-watered score (PC2_WW). Biomass tolerance,


677 in contrast, was better predicted by a sparse Mg-Fe-Mo signature than by PC2_WW, indicating


678 that a combination of elements carried more information than any single elemental


679 concentration. The significant, though partial, overlap between genotypes tolerant for both


680 traits is consistent with a shared tolerance component, and the resulting dual-tolerant genotypes


681 provide promising candidates for subsequent field validation.


682 Phenotypic plasticity can play important roles in the ability of plants to cope with


683 drought stress (Schneider, 2022). However, adaptive responses to drought require appropriate


684 coordination, as maladaptive plasticity may negatively affect plant growth and fitness (Brooker


685 _et al._, 2022). In our study, no correlations were observed between the plasticity of individual


686 ions, or of the leaf ionome, and the plasticity of agro-morphological traits. In contrast, the


687 stability of leaf ion concentration across water regimes was associated with the stability of


23


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688 agronomic traits. These results suggest that, in pearl millet, adaptation to drought may rely


689 more on the maintenance of ion homeostasis than on the adaptive changes in leaf ion content.


690 Correlation analyses further suggest that this strategy may be beneficial under drought for some


691 ions, such as Na and K to avoid a reduction in leaf concentration, but also Mg and Cu to avoid


692 an increase in leaf concentration. Interestingly, among all the ions studied, only leaf K


693 concentration showed a significant genotype by treatment interaction, which explained 15.9 %


694 of its variance. This suggests that the ionomic reorganisation induced by drought may represent


695 a conserved physiological response in pearl millet. In contrast, the genotype-specific response


696 of K indicates that this otherwise conserved response contains a heritable component that may


697 be exploitable for breeding. Genotype-dependent K response may reflect its multifunctional


698 role in plant water relations and growth, including osmotic adjustment, stomatal regulation or


699 transport (Mishra _et al._, 2026). Genetic variation in these processes may therefore contribute


700 to the differences observed among genotypes in K homeostasis under drought stress.


701 K was identified as being associated with improved drought tolerance, although its


702 concentration tended to decrease under drought. Therefore, QTL contributing to the


703 maintenance of K concentration across water regimes may be particularly relevant for breeding.


704 GWAS identified eight constitutive loci (qKC) for K concentration that were not affected by


705 water treatment. Interestingly, two of these loci (qKC-6a and qKC-uc1) were also identified


706 specifically for K concentration under drought stress, suggesting that they may be of particular


707 interest for increasing K concentration constitutively across water regimes. Because the


708 drought response of leaf K concentration was genetically controlled, we used plasticity indices


709 to quantify this response and applied genetic models based on meta-analysis of contrasts


710 between water treatments to identify its genetic basis. Among the different plasticity indices,


711 we selected the ratio, which has been shown to be suitable for uncovering the genetic


712 architecture of plasticity (Arenas _et al._, 2025). One locus on chromosome 6 (qKP-6) was


713 identified as associated with this index. The alternate allele limits K depletion under drought


714 without affecting constitutive K levels. Although no agro-morphological trait showed a


715 significant association with this SNP that could reach genome-wide significance in GWAS


716 analyses, the favourable allele was significantly associated with greater stability of flowering


717 time under drought. This association raises the possibility that qKP-6 contributes to coordinated


718 regulation of K homeostasis and developmental stability under drought, although the


719 underlying mechanism remains to be established. Within the LD block surrounding qKP-6, the


720 only annotated gene ( _Pgl_GLEAN_10012096_ ) encodes a protein of unknown function. Its


721 strong LD with the lead SNP makes it a positional candidate, but functional validation will be


24


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722 required to determine whether it directly contributes to K plasticity. The identification of these


723 QTL provides promising opportunities for improving drought tolerance through the


724 manipulation of leaf K concentration.


725


726 **Conclusion**


727 Pearl millet is a cereal crop of major importance for food security, particularly in the driest


728 regions of the world. Accelerating its genetic improvement is crucial to maintain food security


729 under current and future climate conditions. Our results suggest that the response of pearl millet


730 ionome to drought involves the maintenance of ion homeostasis, while highlighting the central


731 role of K both in plant growth and in drought tolerance. The identification of distinct QTL


732 associated with K accumulation and its plasticity in response to drought provides new insights


733 into the genetic basis of K nutrition and plasticity in pearl millet, opening new prospects for


734 breeding. Ultimately, these findings contribute to a better understanding of the mechanisms


735 underlying plant adaptation to drought, a critical challenge in the context of climate change.


736


737 **Declaration of competing interest**


738 The authors report no competing interest.


739


740 **Acknowledgements**


741 This work was supported by the European Plant Phenotyping Network (EPPN2020 project


742 Ionomil n°386), the Royal Society (Anatomics grant ICA-R1-180356 to MB and NK) and the


743 Agence Nationale de la Recherche (ANR-20-CE20-0016 to AG). P.N.G. was supported by a


744 joint PhD grant from the Institut de Recherche pour le Développement (IRD, France) and the


745 French Embassy in the Central African Republic.


746


747 **Data availability**


748 Data are available in the DataSuds database (https://doi.org/10.23708/DWGEAJ).


749


750


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preprint (which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in
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912 **Figures** **legend**


913


914


915 **Fig. 1. Foliar concentrations of the 17 mineral elements under well-watered and water-**


916 **stressed conditions, in 2021 and 2022.** Boxplots show genotype BLUEs. Asterisks indicate a


917 significant difference between water regimes within a year (paired t-test or Wilcoxon signed

918 rank test, depending on residual normality; Benjamini-Hochberg FDR-adjusted p-values,


919 corrected within each year: * p&lt;0.05, ** p&lt;0.01, *** p&lt;0.001; ns: not significant).


920


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preprint (which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in
&#91;perpetuity. It is made available under a CC-BY-NC-ND 4.0 International license.&#93;(http://creativecommons.org/licenses/by-nc-nd/4.0/)


921

922 **Fig. 2. Multivariate structure of the pearl millet leaf ionome under water deficit.**


923 (A) Biplot of the first two principal components (PC1, 46.2%; PC2, 14.6%) of the global PCA


924 computed on foliar concentrations (BLUEs) of 17 elements across four environments (well

925 watered, WW, and water-stressed, WS, in 2021 and 2022). Points are genotype × environment


926 observations, dashed ellipses are 95% ellipses for each environment, and arrows show the


927 element loadings (scaled for display). (B) Percentage of the variance of PC1 to PC5 explained


928 by year, treatment, year × treatment, genotype, genotype × year, genotype × treatment and


929 residual, from sequential sums of squares of a linear model. Hatched segments are not


930 significant (p ≥ 0.05) and percentages are shown for significant terms of at least 4.5%. The


931 percentage of total variance explained by each component is given in brackets. (C) Loadings


932 (eigenvector coefficients) of the 17 elements on PC2, ranked from highest to lowest. Positive


933 loadings (purple) indicate elements higher under well-watered conditions and negative


934 loadings (red) elements higher under water deficit


935


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936


937 **Fig. 3. Contribution of variance components to total variance of leaf ion concentrations.**


938 Variance is partitioned among random effects (genotype, treatment, genotype × treatment


939 interaction), expressed as a percentage of total trait variance. Asterisks indicate significant


940 genotype × treatment interactions ( _p_ &lt; 0.05).


941


942


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943

944 **Fig. 4. Genome-wide association analysis of foliar potassium plasticity and**


945 **characterization of the qKP-6 locus on chromosome 6.**


946 (A) Manhattan plot of -log₁₀(p) values for all SNPs from the GWAS of the potassium plasticity


947 index (LR_K). Colours distinguish chromosomes 1 to 7 and unanchored contigs (grey). The


948 blue line indicates the genome-wide significance threshold ( _-log₁₀ p = 5_ ).


949 (B) Quantile-quantile plot of observed against expected -log₁₀(p) values. The red line is the


950 expectation under the null hypothesis.


951 (C) Regional Manhattan plot of the significant locus on chromosome 6 (110,236 to 110,261


952 kb), with the two significant SNPs in red and the local linkage disequilibrium (LD) structure.


953 Pairwise LD (r²) values among SNPs are displayed as a colour gradient from 0 to 1. The yellow


954 segment marks the transcribed region of _Pgl_GLEAN_10012096._


955 (D) LR_K by allelic class at CM007987_110250858 (G/G, G/A, A/A; n = number of lines).


956 Points are line × year observations, boxes show the median and interquartile range, and white


34


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957 diamonds the means. Different letters indicate significant differences between classes ( _p &lt;_


958 0.05; Tukey-adjusted pairwise contrasts of estimated marginal means from the linear mixed


959 model with year as fixed effect and genotype as random effect).


35


