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基于荚果厚度模拟评价黄淮夏大豆品种的鼓粒特性

DOI: 10.7685/j.issn.1000-2030.2015.01.002

Keywords: 大豆, 荚果厚度, 鼓粒特性, 粒位效应, 聚类分析
soybean[Glycine max(L.)Merri.)]
, pod thickness, seed-bulging characteristics, seed position effect, cluster analysis

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Abstract:

[目的]利用荚果厚度动态变化可以表征大豆鼓粒特性,本研究将评价不同大豆材料的鼓粒特性,并为筛选优良鼓粒特性材料和研究大豆高产机制提供借鉴.[方法]利用49个大豆材料进行花荚标记,定位连续测量荚果厚度,并利用二次函数()拟合各材料的荚果厚度(y,单位mm)与花后时间(x,单位d)的关系,据此预测各材料的鼓粒始期、终期和持续期,以及最大荚果厚度和荚果增厚速率,并对大豆品种进行聚类分析;同时利用实测数据对荚果的粒位效应进行了研究.[结果]二次函数有效拟合了荚果厚度(y)与花后时间(x)的关系(R2>0.98).相关性状的变异系数从大到小为鼓粒持续期、荚果增厚速率、鼓粒始期、鼓粒终期、最大荚果厚度、盛花期.相关分析显示:大豆盛花时间与鼓粒特性相互独立,而5个鼓粒特性指标之间存在相互关联.49个大豆材料可以聚为10类,各类之间鼓粒特性差异明显.其中,荚果厚度较小的‘早熟66’和‘汾豆65’,以及荚果厚度较大的‘邯豆5号’‘中黄30’‘高豆1号’和‘中黄42’可在快速鼓粒新品系的选育中使用.荚果厚度和籽粒厚度都存在明显的粒位效应,粒位效应从大到小为中部粒位、远端粒位、基部粒位.[结论]荚果厚度可作为无损伤测定指标用于研究大豆籽粒的鼓粒规律及其变化,对不同大豆材料的鼓粒特性进行深入分析和评价.
[Objectives]The changes of pod thickness characterize the seed-filling process of soybean[Glycine max(L.)Merri.]. The research aims to evaluate the seed-bulging characters of soybean materials, which will benefit to the selection of elite soybeans and the research on high-yielding mechanism. [Methods]Flowers of 49 soybean lines were labeled at the peak flowering stage, and pod thickness was measured continuously. The relationship between pod thickness(y)and days after flowering(x)was simulated with the quadratic function, , which was used to estimate seed-bulging traits, including starting point of seed-bulging, final point of seed-bulging, duration of seed-bulging and maximum pod thickness and average rate of pod thickness. The soybean lines were grouped by cluster analysis and seed position effect was explored on the basis of observed values. [Results]The quadratic functions well simulated the relationship between pod thickness and days after flowering(R2>0.98). Coefficient of variance ranked the seed-bulging related traits as duration of seed-bulging, average rate of pod thickness, starting point of seed-bulging, final point of seed-bulging, maximum pod thickness and peak flowering days after sowing in a descending order. The correlation analysis indicated that soybean peak flowering days after sowing and seed-bulging traits were independent, however, seed-bulging traits were correlated. Based on the principal component analysis, 49 soybeans were clustered into 10 groups with differentiated characteristics of seed-bulging, in which, soybean lines, including ‘Zaoshu 66’and ‘Fendou 65’with less pod thickness, and ‘Handou 5’ ‘Zhonghuang 30’ ‘Gaodou 1’and ‘Zhonghuang 42’with bigger pod thickness, can be used for fast seed-filling soybean development. Seed position effect was detected in pod thickness and seed height, in the descending sequence of middle position, distal position and near to pod stalk within a pod. [Conclusions]Pod thickness is a preferable nondestructive index for the research of

References

[1]  Boerma H R,Specht J E. Soybeans:Improvement,Production,and Uses[M]. 3rd ed. Madison,Wisconsin,USA:American Society of Agronomy,Inc.,Crop Science Society of America,Inc.,Soil Science Society of America,Inc. Publisher,2004:92
[2]  Fraser J,Egli D B,Leggett J E. Pod and seed development in soybean cultivars with differences in seed size[J]. Agronomy Journal,1982,74(1):81-85
[3]  Ohashi Y,Nakayama N,Saneoka H,et al. Differences in the responses of stem diameter and pod thickness to drought stress during the grain filling stage in soybean plants[J]. Acta Physiologiae Plantarum,2009,31:271-277
[4]  李得孝,王晶,刘修杰,等. 利用荚果厚度模拟大豆鼓粒进程的研究[J]. 中国农业大学学报,2014,19(1):29-36 [Li D X,Wang J,Liu X J,et al. Seed-bulging simulation with pod thickness in soybean(Glycine max(L.)Merr.)[J]. Journal of China Agricultural University,2014,19(1):29-36(in Chinese with English abstract)]
[5]  李得孝,刘修杰,胡超,等. 大豆节位和粒位对荚果厚度相关指标的影响[J]. 大豆科学,2014,33(6):841-847 [Li D X,Liu X J,Hu C,et al. Effect of node and seed position on pod thickness related indexes in soybean[J]. Soybean Science,2014,33(6):841-847(in Chinese with English abstract)]
[6]  Bates D M,Watts D G. 非线性回归分析及其应用[M]. 韦博成,万方焕,朱宏图,译. 北京:中国统计出版社,1997:80,121,251 [Bates D M,Watts D G. Nonlinear Regression Analysis and Its Applications[M]. Translated by Wei B C,Wan F H,Zhu H T. Beijing:China Statistics Press,1997:80,121,251(in Chinese)]
[7]  曹广福,叶瑞芬,赵红星. 高等数学(一):一元函数微积分学[M]. 北京:高等教育出版社,2009:107-135 [Cao G F,Ye R F,Zhao H X. Advanced Mathematics(Ⅰ):Unary Function Calculus[M]. Beijing:Higher Education Press,2009:107-135(in Chinese)]
[8]  Egli D B,Leggett J E,Wood J M. Influence of soybean seed size and position on the rate and duration of filling[J]. Agronomy Journal,1978,70:127-130
[9]  Westgate M E,Grant D T. Effect of water deficits on seed development in soybean. Ⅰ. Tissue water status[J]. Plant Physiology,1989,91(3):975-979
[10]  Westgate M E,Schussler J R,Reicosky D C,et al. Effect of water deficits on seed development in soybean. Ⅱ. Conservation of seed growth rate[J]. Plant Physiology,1989,91(3):980-985
[11]  李彦生,刘兵,张秋英,等. 大豆粒重的粒位效应及其空间分布特征[J]. 大豆科学,2010,29(2):218-222 [Li Y S,Liu B,Zhang Q Y,et al. Effect of seed position within pod on seed size and its spatial distribution across main stem in soybean[J]. Soybean Science,2010,29(2):218-222(in Chinese with English abstract)]

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