Examining across year genotype by environment interactions for production and reproduction traits in Merino sheep

IF 1.6 3区 农林科学 Q2 AGRICULTURE, DAIRY & ANIMAL SCIENCE
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Abstract

Variation in feed resource availability within production systems can cause genotype by environment interactions that change the ranking of the best animals to select between environments. Mediterranean environments have high variation in pasture growth between years that could cause genetic by environment interactions for sheep production traits. Therefore, we estimated heritabilities for live weight, fleece weight, fibre diameter and number of lambs weaned in six years from 2000 to 2005 and correlations between years comparing multivariate analysis and random regression analysis. We compared 3 methods: 1 multivariate analysis estimating (co)variances for traits in each year, 2 Random regression estimated (co)variances for intercept and slope for traits as repeated measurements fitted against average pasture growth in each year and 3. Random regression fitted against corrected average performance of animals in each year. Random regression was estimated with an order of polynomial of one for additive genetic variance and zero for permanent environmental effects. This combination of polynomials was the best fit based on Bayesian information criterion. We estimated heritabilities for each year and correlations between years using records from 3299 pedigreed Merino ewes managed at Katanning in Western Australia. There were 4651 records for adult live weight, 6750 for adult clean fleece weight, 6965 for adult fibre diameter, and 7774 for number of lambs weaned across all 6 years. Number of lambs weaned had more genotype by environment interactions than other traits, with fibre diameter and fleece weight having genotype by environment interactions between only a few years. Based on Bayesian information criterion values, multivariate analysis fit the data better for live weight, fleece weight and fibre diameter. Additionally, random regression estimated higher genetic correlations between years than multivariate analysis suggesting there was not enough flexibility in the random regression analysis, which used only first order polynomials, to fit differences between years. Pasture growth across years did not explain differences in performance for traits across years. Therefore, for number of lambs weaned, random regression using corrected average performance was a better fit than average pasture growth. For other traits, more years or a better indicator of variation in performance within and between years are required to use random regression for genotype by environment interactions.

研究环境对美利奴羊生产和繁殖性状的跨年基因型交互作用
生产系统内饲料资源可用性的变化会导致基因型与环境之间的相互作用,从而改变最佳动物的排名,以便在不同环境中进行选择。地中海环境的牧草生长在不同年份之间变化很大,这可能会导致绵羊生产性状的遗传与环境相互作用。因此,我们估算了 2000 年至 2005 年 6 年间活重、绒重、纤维直径和断奶羔羊数的遗传率,并通过多变量分析和随机回归分析估算了年份间的相关性。我们比较了三种方法:1.多变量分析估计每年性状的(共)方差;2.随机回归估计性状截距和斜率的(共)方差,作为与每年平均牧草生长量相匹配的重复测量;3.随机回归估计性状截距和斜率的(共)方差,作为与每年平均牧草生长量相匹配的重复测量。根据每年动物的校正平均表现进行随机回归。随机回归的多项式阶数为 1,表示遗传变异的加性,0 表示永久环境影响。根据贝叶斯信息标准,这种多项式组合是最佳拟合。我们利用在西澳大利亚卡塔宁(Katanning)管理的 3299 只纯种美利奴母羊的记录,估算了每年的遗传率和各年之间的相关性。在所有 6 年中,成年活重记录为 4651 只,成年净绒重记录为 6750 只,成年纤维直径记录为 6965 只,断奶羔羊数记录为 7774 只。与其他性状相比,断奶羔羊数的基因型与环境的交互作用更大,而纤维直径和绒毛重量的基因型与环境的交互作用只存在于少数年份。根据贝叶斯信息标准值,多变量分析更符合活重、绒毛重和纤维直径的数据。此外,随机回归估计的年际遗传相关性高于多元分析,这表明随机回归分析没有足够的灵活性,只能使用一阶多项式来拟合年际差异。不同年份的牧草生长情况并不能解释不同年份的性状表现差异。因此,就断奶羔羊数而言,使用校正后的平均性能进行随机回归比使用平均牧草生长量进行随机回归的拟合效果更好。对于其他性状,需要更多的年份或更好的年份内和年份间性状变化指标,才能使用随机回归来解释基因型与环境的交互作用。
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来源期刊
Small Ruminant Research
Small Ruminant Research 农林科学-奶制品与动物科学
CiteScore
3.10
自引率
11.10%
发文量
210
审稿时长
12.5 weeks
期刊介绍: Small Ruminant Research publishes original, basic and applied research articles, technical notes, and review articles on research relating to goats, sheep, deer, the New World camelids llama, alpaca, vicuna and guanaco, and the Old World camels. Topics covered include nutrition, physiology, anatomy, genetics, microbiology, ethology, product technology, socio-economics, management, sustainability and environment, veterinary medicine and husbandry engineering.
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