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Risk Factors for Culling, Sales and Deaths in New Zealand Dairy Goat Herds, 2000–2009

机译:2000–2009年新西兰奶牛场宰杀,销售和死亡的风险因素

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The aim of this study was to identify risk factors for culling, sales and deaths in intensively managed dairy goat herds in New Zealand. A data set provided by the New Zealand Dairy Goat Cooperative (n = 13,197 does) was analyzed using a Cox proportional hazard model. The outcome of interest was length of productive life (LPL), defined as the number of days from the date of second kidding to the date of removal from the herd or the date on which follow-up was terminated, whichever occurred first. Milk solids yield in the first lactation (MSL1) as a predictor of LPL was parameterized in the model as a penalized spline term. To account for MSL1 violating the proportional hazards assumption of the Cox model, LPL was divided into two intervals: T1 (less than or equal to 730 days from the date of second kidding) and T2 (greater than 730 days from the date of second kidding). MSL1 was then included in the model as a time dependent covariate. A frailty term was included in the model to account for unmeasured, herd-level effects on LPL. During T1 the daily hazard of removal for does that produced 80 kg milk solids in the first lactation was 0.84 (95% CI 0.58 to 1.23) times the daily hazard of removal for does that produced 30 kg milk solids in the first lactation. During T2 the daily hazard of removal for does that produced 80 kg milk solids in the first lactation was 1.44 (95% CI 0.79 to 2.65) times the daily hazard of removal for does that produced 30 kg milk solids in the first lactation. We conclude that involuntary losses may be avoided if high MSL1 yielding does are preferentially managed from two years beyond the date of second kidding.
机译:这项研究的目的是确定新西兰集约化管理的奶山羊群的淘汰,销售和死亡的风险因素。使用Cox比例风险模型分析了新西兰奶山羊合作社提供的数据(n = 13,197确实)。感兴趣的结果是生产寿命的长度(LPL),其定义为从第二次开玩笑之日起至从牛群中除名之日或终止随访之日起的天数,以先发生者为准。在模型中将第一次泌乳(MSL1)中作为LPL预测指标的乳固体产量参数化为样条曲线项。为了考虑MSL1违反Cox模型的比例风险假设的情况,将LPL分为两个间隔:T1(第二次开玩笑起小于或等于730天)和T2(第二次开玩笑起起大于730天) )。然后,MSL1作为时间相关协变量包含在模型中。该模型中包括一个脆弱的术语,以说明对LPL的无法衡量的,从众的影响。在T1期间,第一次泌乳产生80公斤乳固体的母猪每日清除危险是第一次泌乳产生30公斤乳固体的母猪每日清除危险的0.84倍(95%CI 0.58至1.23)。在T2期间,第一次泌乳产生80公斤乳固体的母猪每日清除危险是第一次泌乳产生30公斤乳固体的母猪每日清除危险的1.44倍(95%CI 0.79至2.65)。我们得出的结论是,如果在第二次开玩笑的日期之后的两年内优先管理MSL1高产,则可以避免非自愿损失。

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