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Two imbibition properties independently influence the cultivar-specific flooding tolerance of dried soybean seeds

Published online by Cambridge University Press:  17 February 2014

Yutaka Jitsuyama*
Affiliation:
Research Faculty of Agriculture, Research Group of Botany and Agronomy, Hokkaido University, Sapporo 060-8589, Japan
Yuma Hagihara
Affiliation:
School of Agriculture, Department of Agrobiology and Bioresources, Hokkaido University, Sapporo 060-8589, Japan
Yutaro Konno
Affiliation:
School of Agriculture, Department of Agrobiology and Bioresources, Hokkaido University, Sapporo 060-8589, Japan
*
*Correspondence E-mail: y-jitsu@re.agr.hokudai.ac.jp
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Abstract

Soybean seeds are prone to flooding injury just after planting if they are exposed to excess moisture. We investigated the flooding tolerance of soybean seeds to clarify the relationship between flooding injury and imbibition, to identify factors that could provide fundamental information for the breeding of flooding-tolerant cultivars. Seven cultivars were used for this study. The seeds were geminated in a paper towel after a flooding treatment and then evaluated for survival. The imbibition of submerged seeds (passive imbibition) was evaluated as the seed fresh weight change during the flooding process. The imbibition of seeds with capillary effect (capillary imbibition) was measured by the bottom water supply method. Furthermore, the conductivity of the seed coat and seed osmolarity were measured. After 3 h of flooding, significant differences in survival were detected among cultivars. In addition, the passive imbibition during 10–30 min of flooding, and the capillary imbibition during 0–10 min of flooding were caused by significant differences in the imbibition rate among cultivars. Although neither imbibition showed a significant correlation with the survival directly, the ratio between the passive and the capillary imbibition rate was significantly correlated with survival. Factors affecting imbibition included the hydraulic conductivity of the seed coat and seed osmolarity, which were significantly correlated with the passive and the capillary imbibition rate, respectively. Thus, the balance between the capillary and passive imbibition behaviour of seeds, affected by the hydraulic conductivity of the seed coat and seed osmolarity, was closely correlated with the occurrence of flooding injury in soybean seeds.

Information

Type
Research Papers
Copyright
Copyright © Cambridge University Press 2014 
Figure 0

Table 1 Basic information about the seeds of the seven soybean cultivars used in this study

Figure 1

Figure 1 Photograph showing each separate part used to measure imbibition behaviour, using a ‘Hayahikari’ seed as a model (A), and a diagram of the instrument used to measure the hydraulic conductance of seed coats (B). In B, distilled water was incorporated into a bag in a pressure chamber. A seed coat was sandwiched with O-rings, a metal washer and a nylon filter, and then the assembly was tightened by compression screwing. Water was forced into the upper part by pressure from an air compressor. Water that passed through the seed coat and nylon filters was absorbed by cotton, which was then weighed.

Figure 2

Table 2 Basic information about the moisture-treated seeds of the seven soybean cultivars

Figure 3

Figure 2 Changes in the survival of moisture-treated soybean seeds after flooding. The left and right figures show the results for high- and low-moisture seeds, respectively. Seven cultivars are represented by different symbols: ●, TMu ‘Toyomusume’; □, ERe ‘Enrei’; ■, FYu ‘Fukuyutaka’; ◇, HHi ‘Hayahikari’; ♦, NSe ‘Nakasennari’; △, SMa ‘Suzumaru’ and ▲, PKi ‘Peking’. These symbols are arranged according to seed size (average weight of 100 seeds) shown in Table 1. Each value represents the mean of three replicates, and bars show standard errors. *** and ** accompanied by rectangles with a dotted boundary represent significant differences at the 0.001 and 0.01 probability level, respectively, among cultivars in the same duration of flooding, and the values with different small letters in rectangles are significantly different at the 0.05 probability level among the seven cultivars by a Tukey–Kramer's test (n= 3); ns denotes no significant difference. The averaged values are shown underneath rectangles, with standard errors in parentheses calculated from all values in the rectangle. Values with different capital letters underneath rectangles are significantly different at the 0.05 probability level by a Tukey–Kramer's test among the durations of the flooding treatment (n= 3).

Figure 4

Figure 3 Changes in the passive imbibition rate of low-moisture soybean seeds during the flooding treatment. Seven cultivars are represented by symbols: ●, TMu; □, ERe; ■, FYu; ◇, HHi; ♦, NSe; △, SMa and ▲, PKi. The arrangement of symbols is the same as for Fig. 1. Each value represents the mean of eight replicates, and bars show standard errors. * accompanied by rectangles with a dotted boundary represents a significant difference at the 0.05 probability level among cultivars in the same duration of flooding treatment, and the values with different small letters are significantly different at the 0.05 probability level among the seven cultivars by a Tukey–Kramer's test (n= 8); ns denotes no significant difference. The averaged values are shown above rectangles, with standard errors in parentheses calculated from all values in a rectangle. Values with different capitals above rectangles are significantly different at the 0.05 probability level by a Tukey–Kramer's test among the durations of the flooding treatment (n= 8).

Figure 5

Figure 4 Changes in the capillary imbibition rate of low-moisture soybean seeds during the flooding treatment. Seven cultivars were represented by symbols: ●, TMu; □, ERe; ■, FYu; ◇, HHi; ♦, NSe; △, SMa and ▲, PKi. The arrangement of symbols is the same as for Fig. 1. Each value represents the mean of five replicates, and bars show standard errors. * accompanied by rectangles with dotted boundaries represents a significant differences at the 0.05 probability level among cultivars in the same duration of the flooding treatment, and the values with different small letters are significantly different at the 0.05 probability level among the seven cultivars by a Tukey–Kramer's test (n= 5); ns denotes no significant difference. The averaged values are shown above rectangles, with standard errors in parentheses calculated from all values in a rectangle. These values with different capitals above rectangles are significantly different at the 0.05 probability level by a Tukey–Kramer's test among the periods of flooding treatment (n= 5).

Figure 6

Figure 5 Relationships between passive imbibition rate at 10–30 min/capillary imbibition rate at 0–10 min and survival after 3 h of flooding (A), and survival after 24 h of flooding (B). Closed circle symbols represent each value, and the abbreviations of cultivars accompany these symbols. Data represents means from three replicates for survival. Bars show standard errors. A regression line shows a formula with significance at the 0.05 and 0.001 probability level (* and ***, respectively), by Pearson's correlation coefficient.

Figure 7

Figure 6 Relationships between the conductivity of the seed coat and passive imbibition rate at 0–10 min (A), between seed osmolarity and capillary imbibition rate after 10–30 min (B), between capillary imbibition rate at 0–0 min and passive imbibition rate at 10–30 min (C), and between the conductivity of the seed coat and seed osmolarity (D). Closed circle symbols represent each value with 3–10 replicates (5 for capillary imbibition rate, 6 for seed conductivity, 8 for passive imbibition rate, 10 for seed osmolarity), and the abbreviations of cultivars accompany these symbols. Bars show standard errors. Regression lines show the formulas marked by *** and * indicating significance at the 0.001 and 0.05 probability levels, respectively, by Pearson's correlation coefficients; ns denotes no significant difference.