Weller J I, Misztal I, Gianola D
Department of Animal Sciences, University of Illinois, Urbana 61801.
J Dairy Sci. 1988 Sep;71(9):2491-501. doi: 10.3168/jds.S0022-0302(88)79836-7.
Calvings of 106,751 Israeli Holstein heifers were analyzed for dystocia and calf mortality, scored dichotomously, and a composite trait, scored trichotomously. Dystocia was also studied with 146,973 second and third parity records. Models fitted included herd-year-season, sex of calf, calving age, calving month, sire of cow, sire of calf, and groups of sire of cow and of calf. Herd-year-season, sire of cow and calf, and residuals were random with diagonal variance-covariance matrices. Herd-year-season variance was assume to be 10% of the residual component. Other variance components were estimated by REML for linear models and by the counterpart of REML for threshold models. Heritability estimates were two to five times greater in threshold than in linear models, but correlations between corresponding sire evaluations were all greater than .9. Linear model sire evaluations were skewed positively, whereas threshold model evaluations had symmetrical distributions. Heritability for dystocia was greater in first than in later parities. Correlations between first and later parity sire evaluations were less than .5. Thus, the genetic control of dystocia seems to be different for heifers and cows. Correlations between sire of cow and calf evaluations were less than .3. Correlations between dystocia and calf mortality evaluations were about .7.
对106751头以色列荷斯坦小母牛的产犊情况进行了难产和犊牛死亡率分析,采用二分法评分,并对一个复合性状采用三分法评分。还利用146973条第二胎和第三胎记录对难产情况进行了研究。拟合的模型包括畜群-年份-季节、犊牛性别、产犊年龄、产犊月份、母牛的父亲、犊牛的父亲,以及母牛和犊牛父亲的组别。畜群-年份-季节、母牛和犊牛的父亲以及残差为随机变量,具有对角方差-协方差矩阵。假定畜群-年份-季节方差为残差分量的10%。其他方差分量通过线性模型的REML和阈值模型的REML对应方法进行估计。阈值模型中的遗传力估计值比线性模型中的大两到五倍,但相应的父本评估之间的相关性均大于0.9。线性模型的父本评估呈正偏态,而阈值模型的评估具有对称分布。难产的遗传力在第一胎时比后续胎次时更高。第一胎和后续胎次父本评估之间的相关性小于0.5。因此,小母牛和母牛难产的遗传控制似乎有所不同。母牛和犊牛父亲评估之间的相关性小于0.3。难产和犊牛死亡率评估之间的相关性约为0.7。