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首页> 外文期刊>The Indian Journal of Agricultural Sciences >Grain number estimation, regression model and grain distribution pattern in sorghum (Sorghum bicolor) genotypes.
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Grain number estimation, regression model and grain distribution pattern in sorghum (Sorghum bicolor) genotypes.

机译:高粱(高粱)基因型的粒数估计,回归模型和籽粒分布模式。

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摘要

Crop yields in physiological models are determined as a product of their yield components like the grain numbers/plant times the average kernel weight at maturity. The grain numbers are calculated as a function of the above ground biomass growth during the panicle initiation phase. Biomass production of sorghum [Sorghum bicolor (L.) Moench] is influenced by genotype and management interaction, while transformation from vegetative to reproductive phase is influenced by genotype by environment, i.e. photoperiod of a given season. The grain weight in all the models is calculated as a function of the cultivar specific optimum growth rate multiplied by the duration of grain filling. Grain growth dynamics is thus a function of management, environment and genotype. Plant breeder's objective of enhancing the grain yield potential was achieved through improved translocation of dry matter produced into grain, that varies from 30-40%, in the newly developed hybrids. Increase in productivity brought about by genetic improvement is related to grain number and kernel weight. Grain number estimation is a tedious process and this paper attempts a simplified application of a regression model that relates grain number (dependent variable) with the spikelet weight (independent variable). A regression equation, Y=24.626 X+9.7136 derived using pooled dataset was used to predict the grain number. The rigor of the regression fit is validated using both predicted and observed grain number, based on the derived regression coefficient, which ranged from 0.97 to 0.99.
机译:生理模型中的农作物产量取决于其产量成分的乘积,如籽粒数/植物乘以成熟时的平均粒重。在穗萌发阶段,根据地面生物量的增长来计算谷物数量。高粱的生物量生产[Sorghum bicolor(L.)Moench]受基因型和管理相互作用的影响,而从营养期到生殖期的转化则受环境,即给定季节的光周期的基因型影响。所有模型中的谷物重量均根据特定品种的最佳生长速度乘以谷物填充持续时间的函数计算得出。因此,谷物生长动力学是管理,环境和基因型的函数。植物育种者提高谷物单产潜力的目标是通过在新开发的杂交种中改善生产的干物质向谷物中的转运(30%至40%不等)来实现的。基因改良带来的生产率提高与籽粒数量和籽粒重量有关。粒数估计是一个繁琐的过程,本文尝试简化应用回归模型的方法,该模型将粒数(因变量)与小穗重量(因变量)相关联。使用汇总数据集得出的回归方程Y = 24.626 X + 9.7136用于预测晶粒数。基于导出的回归系数(介于0.97到0.99之间),使用预测的和观察到的晶粒数来验证回归拟合的严格性。

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