Albarrán-Portillo B, Pollott G E
Centro Universitario Temascaltepec, Universidad Autónoma del Estado de México, Carretera Toluca-Tejupilco Km. 67.5, C.P. 51300, México.
J Dairy Sci. 2008 Sep;91(9):3639-48. doi: 10.3168/jds.2007-0929.
The object of this study was to investigate the genetics of lactation curve parameters derived from a biological model of lactation and the relationships among them. This biological model fitted 2 logistic curves to mimic the initial increase in milk secretory cell numbers in early lactation and the progression of apoptosis in late lactation. Records from 82,255 Holstein-Friesian heifers from commercial dairy herds in the United Kingdom, recorded from 1994 to 2003, were analyzed. The heritabilities of 2 lactation curve parameters, maximum secretion potential and relative cell death rate, were 0.27 and 0.08 respectively. Maximum secretion potential was highly genetically correlated with peak yield (0.99), and relative cell death rate was highly correlated with persistency of lactation (0.84). Heritability values for the traits analyzed showed a characteristic pattern. Total milk yield traits, maximum secretion potential, and peak yield had similar and moderate heritabilities (approximately 0.3). Traits associated with late lactation had lower heritability values (approximately 0.1), whereas day of peak yield and early lactation traits had little genetic variation. The permanent environmental variance of the various traits ranged from 0.08 to 0.26 of the phenotypic variance. Parameters from the 2 logistic curves were not highly correlated, suggesting that selection programs could be devised to exploit genetic variation in both aspects of lactation independently.
本研究的目的是调查源自泌乳生物学模型的泌乳曲线参数的遗传学及其相互关系。该生物学模型拟合了两条逻辑曲线,以模拟泌乳早期泌乳分泌细胞数量的初始增加以及泌乳后期细胞凋亡的进展。分析了1994年至2003年期间英国商业奶牛场82255头荷斯坦 - 弗里生小母牛的记录。两个泌乳曲线参数,即最大分泌潜力和相对细胞死亡率的遗传力分别为0.27和0.08。最大分泌潜力与峰值产量高度遗传相关(0.99),相对细胞死亡率与泌乳持续性高度相关(0.84)。所分析性状的遗传力值呈现出一种特征模式。总产奶量性状、最大分泌潜力和峰值产量具有相似且中等的遗传力(约0.3)。与泌乳后期相关的性状遗传力值较低(约0.1),而峰值产量日和泌乳早期性状的遗传变异较小。各种性状的永久环境方差占表型方差的0.08至0.26。两条逻辑曲线的参数相关性不高,这表明可以设计选择方案来独立利用泌乳两个方面的遗传变异。