Plant materials and layout
Maize seeds (Sahiwal-2002) were procured from Maize and Millets Research Institute (MMRI), Yousaf Wala Sahiwal, Pakistan. Seeds were immersed in 30 % (v/v) H2O2 for 5 min. for sterilization, washed with deionized water for 24 h and dried. Seeds were placed in Petri dishes lined with double layer of What-man # 02 filter papers. The surface of each filter paper was moistened with 15 mL of H2O and kept in dark condition 25 ± 2 °C for a 48 h. After germinations, six seeds were planted in plastic pots (depth; 40 cm and diameter; 35 cm) in sterilized sand with a particular particle size 0.25 mm. The sand was soaked for 24 h in 30 % (v/v) HCl solution to remove all cations and anions and then thoroughly rinsed with deionized water three time (with 24 h soaking). The pots were treated with 0 and 150 µm Cd2+ applied as CdCl2 and 0, 0.5, 1, 2.5, 5 and 10 mM Ca2+ levels using Ca(NO3)2 as source . The ½-strength Hoagland's (Hoagland 1938) nutrient solution was applied to the seedlings throughout the experimentation. The Hoagland solution was applied to the plants to saturate the sand at 3 days interval with draining any past solution left in sand. All pots were arranged as CRD with 3 replications under controlled glasshouse environment with day/night temperature of 24 ± 4°C/14 ± 2°C and RH 58-60 % (Rady et al. 2019).
Plant sampling and measurements
Plants material was sampled at the seedling stage to determine plant growth attributes, physio-biochemical traits, ROS, and enzymes of antioxidants defense system. Harvested seedlings were washed with distilled water and growth attributes were recoded. Leaf samples of maize seedlings were frozen at –80°C for physio-biochemical traits and antioxidants. Sampled seedlings were dried in oven at 70 °C to achieve a constant dry weight for determination of root (RDW) and shoot (SDW) dry weight.
Growth attributes
The shoot length (SL) of plants from each treatment was measured from sand level to the topmost leaf of the plant. The roots of seedlings were carefully removed from the sand for recording root length (RL). Root (RFW) and shoot fresh weight (SFW) of seedlings were measured immediately after excision. The leaf area (LA) was estimated by measuring length × width × 0.68.
Physiological attributes
Chlorophyll contents
Chlorophyll contents were assessed as described by Arnon (1949) and carotenoids following the method of Davis (1976). For the appraisal of chlorophyll contents, 0.1 g of leaf sample was grounded in 5 mL of acetone (80 %). Extract was filtered through a Whatman # 02 filter paper (GE Healthcare, UK) and absorbance was recorded through a spectrophotometer (Hitachi U-2910, Tokyo, Japan) at 645, 663, and 480 nm. The values of photosynthetic pigments were calculated by using the following formula.
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)
Here, V characterizes the volume of acetone and (FW) showed the leaf fresh weight.
Determination of relative membrane permeability
The fresh leaf samples were collected and washed thoroughly with 4 changes of water to eradicate any adhered electrolytes on the surface. The leaves were cut into small discs with a borer and placed in the small glass test tube containing deionized water (10 mL), The ECo was measured by the help of Cond/Salinity meter (TPS AQUA-CPA). The test tubes were incubated for 24 h at 4 °C and EC1 was measured. The tubes were then wrapped with aluminum foil, autoclaved for 10 min. at 100 kPa and (EC2) was recorded. The ratio of % ion leakage was computed as designated by Yang et al. (1996).
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)
Assessment of biochemical traits
Anthocyanin contents
Anthocyanin content was appraised according to the method of Giusti and Wrolstad (2001). The 0.1 g of leaf was pulverized in trichloroacetic acid (TCA) by using pestle and mortar. The homogenized material was transferred to test tubes and shifted to water bath at 80 °C for 20 min. Homogenized material was centrifuged at 12,000 xg for 10 min. in the absorbance was noted at 516 and 700 nm using a spectrophotometer (Hitachi U-2910, Tokyo, Japan). Acetone was run as blank and amount of monomeric anthocyanin contents was calculated as follows.
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)
Here, A= (A510-A700) MW= 449.2 and ε= 26900 [ε is the molar absorptivity measured the amount of cyanidin-3-glucoside pigment and DF is dilution factor].
Oxidative stress markers (MDA and H2O2)
Lipids peroxidation (LPX) was quantified by means of malondialdehyde (MDA contents) by following Heath and Packer (1968). LPX content was determined by the reaction of thiobarbituric acid-TCA with trichloroacetic acid-TCA. The 0.25 g leaf sample was grinded in 500 µL of TCA (0.1 %) and then centrifuged at 15,000 xg. An aliquot (1 mL) was taken and mixed with 2 mL of 0.5 % of TBA and 20% TCA. Test tubes containing reactants were incubated at 85 °C for 20 min. and reaction was terminated in an icebox. Absorption was recorded at 532 and 600 nm by spectrophotometer (Hitachi U2910, Tokyo, Japan). All absorption ODs (at 532nm) were subtracted from 600 nm. LPX concentration was calculated by using 155 mM cm-1 as an extinction coefficient.
Amount of H2O2 was quantified by measuring the oxidation of ferrous ions medicated by peroxidase and ferric ions react with the xylenol (Bellincampi et al. 2000). Leaf sample 0.5 g was grounded in 5 mL of 10 mM sodium phosphate buffer (SPB). Centrifugation of homogenized material was done at 15,000 xg. A 2 mL of aliquot was reacted with the assay reagent containing 200 mM sorbitol, 200 µM xylenol, 50 mm H2SO4, and 500 µM ammonium ferrous sulphate. The reactant material was incubated at 24 °C for a 1 h and absorption was recorded at 560 nm by using a spectrophotometer (Hitachi U-2910, Tokyo, Japan).
Cellular antioxidants (APX and POD)
The maize seedlings’ shoot were grounded in liquid nitrogen and extracted with 1 mM L-1 of 5% polyvinylpyrrolidone, and, sodium phosphate buffer (SPB) having pH 7.8. Extracted material was centrifuged at 15,000 xg. Enzyme crude extract was stored at 4 °C for 36 h till analysis.
Ascorbate peroxidase activity (APX)
Activity of APX was quantified by oxidation of ascorbate (Chen and Asada 1989). Reaction was started by adding 10 µL of crude enzyme extract to 2 mL of assay reagent (30 % H2O2, 0.5 mM C6H8O6, and sodium phosphate buffer (SPB) having pH 7.2,). After 30 s of reaction initiation, a shift in absorption was noted at 290 nm for 4 min. on a spectrophotometer (Hitachi U-2910, Tokyo, Japan). Activity of enzyme was estimated through extinction coefficient (2.8 mM cm-1), while the specific activity of the enzyme was calculated on the basis of protein contents and expressed as an mg-1 min.-1 FW.
Peroxidase (POD) activity
POD activity was appraised spectrophotometrically by using the method of Goliber (1989) based on oxidized of guaiacol in the presence of H2O2 and expressed as a Units mg-1 proteins. A 20 µL of the enzyme extract was added to assay reagent (20 mM guaiacol, 10 mM H2O2, and 0.1 M phosphate buffer) and volume was maintained up to 3 mL. Enzyme activity was measured at 460 nm after 60 s interval through a spectrophotometer (Hitachi U-2910, Tokyo, Japan). Enzyme specific activity was expressed on the base of proteins.
Ascorbic acid
Ascorbic acid was determined as described by Nino and Shah (1986). Plant tissues (100 mg) were pulverized in thiobarbituric acid (TCA) and centrifuged 10,000 xg for 10 min. An aliquot (500 µL) was taken with 500 µL of dthiocarbamate (DTC) in glass tubes. Reactants were left for ½ h at 37 °C. Test tubes containing reactant material was transferred to the ice-bath to terminate the reaction. After that, 2 mL of diluted H2SO4 was mixed slowly and left over for ½ h at 37° C in incubator. Extracted material was centrifuged at 12,000 xg. The shift in absorption was measured at 520 nm with the help of a spectrophotometer (Hitachi U-2910, Tokyo, Japan).
Organic osmolytes
Total amino acids
Free amino acid was quantified followed by Hamilton and Van-Slyke (1943) method. The 0.1 g of the leaf sample was grinded and immersed in a potassium phosphate buffer (SPB) overnight. After incubation, 1 mL of plant extract was transferred to 25 mL test tubes after adding 1 mL each of 10 % ninhydrin and 2% of pyridine solution. The test tubes containing reactants were placed in boiling water bath for 1 h. The final volume of samples was made to 25 mL by using deionized H2O. Absorbance was recorded at 570 nm spectrophotometrically (Hitachi U-2910, Tokyo, Japan) and resulting absorbance were compared with the standard curve plotted for leucine.
Soluble proteins
Soluble proteins were appraised following Lowry et al (1951). Plant sample (0.1 g) was grounded in 50 mM sodium phosphate buffer (SPB) having pH 6.8. The extracted aliquot (500 µL) was mixed in 0.3 mL of deionized H2O and 3 mL of Bio-Rad protein assay dye and vortexed for 15 s. The absorbance was measured spectrophotometrically at 595 nm (Hitachi U-2910, Tokyo, Japan). Soluble proteins were estimated by comparing absorbance of samples with bovine serum albumin (BSA) using a standard value.
Statistical analysis
Minitab-19, software e (Minitab, LLC, State College, PA, USA) was used to analyze the data. The means values were compared by using the Tukey pairwise comparison test at P≤0.05 following an analysis of variance (ANOVA). The effect of Ca and Cd treatments was assessed by using a multivariate analysis (PCA by ggbiplot), correlation matrix (ggbiplot2) and heatmaps were plotted by customized code (pheatmap) by using R statistical software (R Core Team, 2019). Response curves under cadmium and calcium stress treatments were constructed by fitting a generalized linear model (GLM) in CONACO version 5 for windows.