数字模型在肉牛饲养图改进中的应用

V. Sidorova, E. Petrov, N. N. Novikov
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引用次数: 0

摘要

肉牛养殖发展是俄罗斯和包括白俄罗斯共和国在内的独联体国家畜牧业发展的战略方向之一。牲畜育肥最重要的一点是降低成本。研究表明,这些动物的最大体重为900公斤,在120天的时间里,它们有被淘汰的成年牛,在30个月的育肥期间,它们也有在牧场上产犊的小母牛。在育肥期最多的育肥技术中,育肥期28个月的乳牛日饲料能量单位最小,5期放牧育肥为29.3,2期精耕细作育肥为39.7;1天放牧育肥为3.5,其他时期为12.5。哺乳犊牛的最佳平均体重为720 kg,断奶犊牛的最佳平均体重为710 kg。每增重1公斤的饲料成本分别为0.04、0.10和0.09,即用于哺乳幼畜育肥的饲料量最少,用于断奶犊牛的饲料量最大。育肥效率按卢布计算,每增加1公斤体重分别为21.0卢布、56.4卢布和48.0卢布,或按育肥期计算,成年动物为56.4卢布,哺乳期幼畜为6.8卢布,断奶小牛为19.2卢布。所获得的数据允许通过生物学方法和数学模型为每组育肥牛提供个体,以最小的饲料成本获得最佳增重。
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Application of digital models for improvement of beef cattle feeding graphs
The beef cattle breeding development is one of the strategic directions for the livestock development in Russia and the CIS countries, including the Republic of Belarus. The livestock fattening most important point is minimizing the costs. Studies have shown that the animals’ greatest body weight 900 kg had had adult culled cattle over a period of 120 days, as well as heifers with calving on pasture during the 30-month fattening. During 28-month fattening of suckling steers at pasture housing, the amount of feed energy unit per day turned out to be the smallest among technologies with the largest number of fattening periods, and amounted to 29.3 at animals fattening during five periods of pasture housing versus 39.7 in two periods of intensive grain fattening: 1 day of pasture housing costs 3.5 versus 12.5 feed energy unit in other periods. In young animals raised on suckling, the best average body weight was equal to 720 kg, but weaning calves showed 710 kg. The feed costs per 1 kg of weight gain were equal to 0.04, 0.10 and 0.09 respectively, i. e. the smallest amount of feed was spent for suckling young animals’ fattening, and the largest – for weaning calves. Efficiency of fattening in rubles made 21.0, 56.4 and 48.0 rubles per 1 kg of weight gain, respectively, or in terms of 1 period of fattening of grown animals – 56.4 rubles, young animals raised at suckling – 6.8, and weaning calves – 19.2. The obtained data allows, through the biological methods and mathematical models individual for each group of cattle at fattening, to obtain optimal weight gain with minimized feed costs.
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