| 55 | 0 | 3 |
| Downloads | Citas | Reads |
试验旨在科学评估青海高原型藏羊的生长性能并构建其生长曲线模型,为高原地区藏羊的育种与饲养管理提供理论依据。试验于青海省海北州刚察县种羊繁育场进行,随机选取40只初生羔羊(公母各半),分别于1,3,4,5,6月龄测定体重、体高、体长和胸围等指标,采用Python软件进行相关性分析和多项式回归建模,并通过K折交叉验证评估模型性能。结果表明:青海高原型藏羊各项生长性能指标随月龄增长均呈上升趋势,且体重(Y)与体高(H)、体长(L)、胸围(C)之间均呈显著正相关(相关系数分别为0.84,0.84,0.78)。多项式回归模型:Y=7.59+0.35A+0.19H+0.05L+0.002C(A为月龄)。该模型拟合优度(R2)为0.656 7,表现出良好的预测能力与泛化性能。综上所述,本研究建立的生长曲线模型可用于青海高原型藏羊体重的预测,为其科学养殖与选育提供数据支持。
Abstract:The experiment aims to scientifically assess the growth performance of Tibetan sheep and construct a growth curve model for Tibetan sheep on the Qinghai Plateau, providing a theoretical basis for the breeding and management of Tibetan sheep in plateau regions. In a breeding farm in Gangcha county, Haibei prefecture, Qinghai province, 40 randomly selected newborn lambs(20 ♂ and 20 ♀) were used to determine the measurements of body weight, body height, body length and chest circumference at 1 st, 3 rd, 4 th, 5 th and 6 th month of age. Correlation analysis and polynomial regression modeling were conducted using Python, and the model performance was evaluated through 5-fold cross-validation. The results suggested that the growth performance measurements of Plateau-type Tibetan sheep in Qinghai increased with aging by months, and that body weight was significantly positively correlated with body height, body length, and chest circumstances(correlation coefficients are 0. 84, 0. 84 and 0. 78, respectively). The polynomial regression model was constructed as: Y = 7. 59 + 0. 35A + 0. 19H + 0. 05L + 0. 002C, where y is for body weight, A is for month age, H is for body height, L is for length, and C is for chest circumference. The goodness of fit(R2) of this model is 0. 656 7, demonstrating good predictive capability and generalization performance. In summary, the growth curve model established in this study can be used to predict the growth performance of plateau-type Tibetan sheep in Qinghai.
[1]曹谦,辛虎,唐文辉,等.同仁县藏羊品种的调查报告[J].现代农业科技,2008(1):152-154.
[2]金雲鑫,孙武,金夏阳,等.藏绵羊睾丸组织VIM表达量的定量研究[J].黑龙江动物繁殖,2025, 33(4):11-16.
[3]郭守国.高原型藏羊放牧与舍饲结合的养殖模式探索[J].青海畜牧兽医杂志,2025, 55(1):63-66.
[4]才让当周.高原型藏羊采精及细管冻精授配技术[J].畜牧兽医科学(电子版),2021(7):45-46.
[5]景建武,马黎明.青海藏羊育肥的影响因素与发展措施[J].养殖与饲料,2009(7):96-98.
[6]何志成,秦晓晨,吕永强,等.萨能奶山羊体尺性状的多元逐步回归分析与生长曲线拟合[J].畜牧兽医学报,2023, 54(12):5301-5311.
[7]周士镇,杨壮,董立才,等.江泉黑猪生长发育规律及其生长曲线拟合研究[J].中国猪业,2023, 18(4):13-17.
[8] KESKIN I, DAG B, SARIYEL V, et al. Estimation of growth curve parameters in Konya Merino sheep(short communication)[J]. South African Journal of Animal Science, 2009, 39(2):163-168.
[9] MANDAL A, BANEH H, NOTTER D R. Modeling the growth curve of Muzaffarnagari lambs from India[J]. Livestock Science,2021, 251:104621.
[10]阮征. SPSS软件操作中的单因素方差分析[J].中国校外教育,2020(24):25, 101.
[11]冯艳茹. Python语言在大数据分析中的应用[J].电脑知识与技术,2020, 16(24):72-73, 80.
[12]汪学清,刘爽,李秋燕,等.基于K折交叉验证的SVM隧道围岩分级判别[J].矿冶工程,2021, 41(6):126-128, 133.
[13]胡局新,张功杰.基于K折交叉验证的选择性集成分类算法[J].科技通报,2013, 29(12):115-117.
[14]龙丽,何军敏,洪巍,等.天目多胎羊生长发育规律及生长曲线拟合分析[J].中国畜牧杂志,2024, 60(12):224-229.
[15]孙国智,杨红卫,李国保,等.多胎肉羊早期生长规律及生长曲线拟合分析[J/OL].中国草食动物科学,2025:1-10.(2025-04-17). https://kns. cnki. net/KCMS/detail/detail. aspx?filename=CYCZ20250416002&dbname=CJFD&dbcode=CJFQ.
[16]姜世琦,陈世尧,阿依古孜力·肉孜买买提,等.巴什拜羊羔羊早期生长发育规律及其生长曲线拟合分析的研究[J].饲料研究,2022, 45(22):87-90.
[17]张军霞,方德成,贺娜.高原型藏羊早期生长曲线拟合分析[J].草业科学,2021, 38(2):358-363.
[18]李先玉,周瑾,吴昊旻,等.白羽雉鸡生长曲线拟合及分析[J].中国畜牧杂志,2024, 60(6):209-212.
[19]马志刚,董佳强,杨坤,等.籽鹅早期生长曲线拟合及分析[J].饲料工业,2024, 45(14):77-81.
[20]齐丽娜,邢磊,吴昊旻,等.湘东黑山羊体重与体尺性状的相关性分析及生长曲线拟合[J].中国草食动物科学,2023, 43(3):74-77.
[21]石丰运,党鹏举,李少斌,等.子午岭黑山羊早期生长性能及生长曲线拟合研究[J].黑龙江畜牧兽医,2022(4):42-46, 52.
[22]姜彦.正则化方法在数据挖掘中的应用与研究[D].长沙:湖南大学,2015.
Basic Information:
DOI:10.19848/j.cnki.ISSN1005-2739.2025.10.0006
China Classification Code:S826
Citation Information:
[1]李泰春,马世科,金夏阳,等.青海高原型藏羊生长性能测定及生长曲线模型构建[J].黑龙江动物繁殖,2025,33(05):39-44.DOI:10.19848/j.cnki.ISSN1005-2739.2025.10.0006.
Fund Information:
国家现代农业产业技术体系项目(CARS-39-35); 青海省科技厅应用基础研究项目(2025-ZJ-719); 青海省中青年科技人才托举工程项目(2023QHSKXRCTJ17); 农业农村部青藏高原畜禽遗传育种重点实验室开放课题(2025-PLGB-06)