AbacusBio Limited, PO Box 5585, Dunedin 9058, New Zealand.
AbacusBio Limited, PO Box 5585, Dunedin 9058, New Zealand.
J Dairy Sci. 2018 Apr;101(4):3176-3192. doi: 10.3168/jds.2017-13355. Epub 2018 Feb 1.
Fertility of the dairy cow relies on complex interactions between genetics, physiology, and management. Mathematical modeling can combine a range of information sources to facilitate informed predictions of cow fertility in scenarios that are difficult to evaluate empirically. We have developed a stochastic model that incorporates genetic and physiological data from more than 70 published reports on a wide range of fertility-related traits in dairy cattle. The model simulates pedigree, random mating, genetically correlated traits (in the form of breeding values for traits such as hours in estrus, estrous cycle length, age at puberty, milk yield, and so on), and interacting environmental variables. This model was used to generate a large simulated data set (200,000 cows replicated 100 times) of herd records within a seasonal dairy production system (based on an average New Zealand system). Using these simulated data, we investigated the genetic component of lifetime reproductive success (LRS), which, in reality, would be impractical to assess empirically. We defined LRS as the total number of times, during her lifetime, a cow calved within the first 42 d of the calving season. Sire estimated breeding values for LRS and other traits were calculated using simulated daughter records. Daughter pregnancy rate in the first lactation (PD_1) was the strongest single predictor of a sire's genetic merit for LRS (R = 0.81). A simple predictive model containing PD_1, calving date for the second season and calving rate in the first season provided a good estimate of sire LRS (R = 0.97). Daughters from sires with extremely high (n = 99,995 daughters, sire LRS = +0.70) or low (n = 99,635 daughters, sire LRS = -0.73) LRS estimated breeding values were compared over a single generation. Of the 14 underlying component traits of fertility, 12 were divergent between the 2 lines. This suggests that genetic variation in female fertility has a complex and multifactorial genetic basis. When simulated phenotypes were compared, daughters of the high LRS sires (HiFERT) reached puberty 44.5 d younger and calved ∼14 d younger at each parity than daughters from low LRS sires (LoFERT). Despite having a much lower genetic potential for milk production (-400 L/lactation) than LoFERT cows, HiFERT cows produced 33% more milk over their lifetime due to additional lactations before culling. In summary, this simulation model suggests that LRS contributes substantially to cow productivity, and novel selection criteria would facilitate a more accurate prediction at a younger age.
奶牛的繁殖力依赖于遗传、生理和管理之间的复杂相互作用。数学模型可以结合一系列信息来源,有助于在难以通过经验评估的情况下对奶牛的繁殖力进行知情预测。我们开发了一种随机模型,该模型结合了来自 70 多篇关于奶牛多种与繁殖力相关特征的已发表报告中的遗传和生理数据。该模型模拟了系谱、随机交配、遗传相关特征(以发情持续时间、发情周期长度、初情期年龄、产奶量等性状的育种值形式)以及相互作用的环境变量。该模型用于生成大量模拟数据集(20 万头奶牛重复 100 次),这些数据是在季节性奶牛生产系统内(基于新西兰的平均系统)的牛群记录。使用这些模拟数据,我们研究了终生繁殖成功(LRS)的遗传组成,实际上,从经验上评估 LRS 是不切实际的。我们将 LRS 定义为牛在其一生中首次产犊的第 42 天内产犊的总次数。使用模拟的女儿记录计算 LRS 和其他性状的 sire 估计育种值。女儿在第一个泌乳期的妊娠率(PD_1)是 sire 遗传优势的最强单一预测指标(R = 0.81)。包含 PD_1、第二季的产犊日期和第一季的产犊率的简单预测模型可以很好地估计 sire 的 LRS(R = 0.97)。来自 sire 的女儿极高(n = 99,995 头女儿, sire LRS = +0.70)或低(n = 99,635 头女儿, sire LRS = -0.73)LRS 估计育种值的女儿在一代中进行了比较。在 14 个潜在的生育力组成性状中,有 12 个在这两条线之间存在差异。这表明雌性生育力的遗传变异具有复杂的多因素遗传基础。当比较模拟表型时,高 LRS sire 的女儿(HiFERT)在每个产犊周期中达到初情期的年龄比低 LRS sire 的女儿(LoFERT)早 44.5 天,产犊年龄早 14 天。尽管 HiFERT 奶牛的产奶量的遗传潜力比 LoFERT 奶牛低 400 升/泌乳期,但由于在淘汰前进行了更多的泌乳,HiFERT 奶牛的终生产奶量增加了 33%。综上所述,该模拟模型表明 LRS 对奶牛的生产力有很大贡献,新的选择标准将有助于在更年轻的时候进行更准确的预测。