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雄性和雌性鸡生长曲线参数的遗传参数

Genetic parameters of growth curve parameters in male and female chickens.

作者信息

Mignon-Grasteau S, Beaumont C, Le Bihan-Duval E, Poivey J P, De Rochambeau H, Ricard F H

机构信息

Station de Recherches Avicoles, INRA, Nouzilly, France.

出版信息

Br Poult Sci. 1999 Mar;40(1):44-51. doi: 10.1080/00071669987827.

Abstract
  1. Individual growth curves of 7143 chickens selected for the form of the growth curve were fitted using the Laird form of the Gompertz function, BW4=BW0xe(L/K)(1-e-Kt) where BWt is the body weight at age t, BW0 the estimated hatching weight, L the initial specific growth rate and K the maturation rate. 2. Line and sex effects were significant for each parameter of the growth curve. In males, L, BW0, age and body weight at inflection (T(I)and BWI) were higher whereas K was lower than in females. Lines selected for high adult body weight had higher BW0 and BW(I) whereas lines selected for high juvenile body weight had larger estimates of L and lower estimates of T(I). 3. Data from 38,474 animals were included in order to estimate the genetic parameters of growth curve parameters in males and females, considering them as sex-limited traits. Genetic parameters were estimated with REML (REstricted Maximum Likelihood) and an animal model. Maternal genetic effects were also included. 4. Heritabilities of the growth curve parameters were moderate to high and ranged between 0.31 and 0.54, L, BW0 in both sexes and BW(I) in males exhibited significant maternal heritability. Heritabilities differed between males and females for BWI and T(I). Genetic correlations between sexes differed significantly from one for all parameters. L, K and T(I) were highly correlated but correlations involving BW0 and BW(I) were low to moderate. 5. Sexual dimorphism of body weight at 8 and 36 weeks and of L, K and T(I) was moderately heritable. Selection on growth curve parameters could modify the difference between sexes in precocity and thus in body weight at a given age.
摘要
  1. 对7143只根据生长曲线形式进行选择的鸡的个体生长曲线,使用Gompertz函数的Laird形式进行拟合,即BW4 = BW0×e^(L/K)(1 - e^(-Kt)),其中BWt是t龄时的体重,BW0是估计的出壳体重,L是初始特定生长率,K是成熟率。2. 生长曲线的每个参数的品系和性别效应均显著。在雄性中,L、BW0、拐点处的年龄和体重(T(I)和BWI)较高,而K低于雌性。选择成年体重高的品系具有较高的BW0和BW(I),而选择幼年体重高的品系对L的估计值较大,对T(I)的估计值较低。3. 纳入了38474只动物的数据,以便将生长曲线参数的遗传参数估计为雄性和雌性的性别限制性状。使用REML(限制最大似然法)和动物模型估计遗传参数。还包括母体遗传效应。4. 生长曲线参数的遗传力为中等至高,范围在0.31至0.54之间,L、两性的BW0以及雄性的BW(I)表现出显著的母体遗传力。BWI和T(I)的遗传力在雄性和雌性之间存在差异。所有参数的性别间遗传相关性均显著不同于1。L、K和T(I)高度相关,但涉及BW0和BW(I)的相关性为低至中等。5. 8周和36周时体重以及L、K和T(I)的性二态性具有中等遗传性。对生长曲线参数进行选择可以改变两性在早熟方面的差异,从而改变给定年龄时的体重差异。

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