| Literature DB >> 35739842 |
Chunbo Wei1, Tao He1, Xuanchen Wan1, Siwen Liu1, Yibo Dong1, Yongli Qu1.
Abstract
This study aims to evaluate the influence of rumen-protected methionine (RPM) on the milk yield and milk compositions of dairy cows by employing a meta-analysis method. The articles in the publication databases between January 2010 and January 2022 which reported on various concentrations of RPM supplements in dairy cow diets and then monitored the milk yield and milk compositions were searched. A total of 14 studies were included, covering 27 treatments with a total of 623 dairy cows. Comprehensive Meta-Analysis V3 was used for statistical analysis, the forest map was drawn by the standard mean difference (SMD) with a 95% confidence interval (95% CI), and the SMD was calculated by a random effect model. The dose effect curve was drawn by fitting the SMD and RPM dose of each study to explore the optimal dosage of RPM. Compared with the basal diet, the RPM supplement significantly increased the percentages of milk fat (SMD (95% CI): 1.017% [0.388, 1.646]) and milk protein (SMD (95% CI): 0.884 [0.392, 1.377]). However, the milk yield (SMD (95% CI): 0.227 kg/d [-0.193, 0.647]) and lactose concentration (SMD (95% CI): 0.240% [-0.540, 1.020]) were not affected. The subgroup analysis found that the effect of the RPM supplement on the milk fat and milk protein was greater in the high-protein feed than in the low-protein feed. Multiple regression analysis showed that feeding RPM significantly improved the milk yield and milk protein percentage of dairy cows. The results of the dose-effect analysis show that the optimal range for the RPM was 7.5-12.5 g/d. RPM supplements in a dairy diet can improve the milk protein percentages and milk fat percentages of dairy cows.Entities:
Keywords: dairy cattle; meta-analysis; milk composition; milk yield; rumen protected methionine
Year: 2022 PMID: 35739842 PMCID: PMC9219501 DOI: 10.3390/ani12121505
Source DB: PubMed Journal: Animals (Basel) ISSN: 2076-2615 Impact factor: 3.231
Details of the included literature.
| Author | Publication Year | Number of Cows | Included Indicators | PRMet Content |
|---|---|---|---|---|
| Amaro | 2022 | 60 | Milk yield, fat, protein | 0 g/d, 6.3 g/d, 12.6 g/d, 18.9 g/d |
| Awawdeh | 2016 | 32 | Milk yield, fat, protein, lactose | 0 g/d, 7.65 g/d, 12.75 g/d |
| Ardalan | 2021 | 104 | Milk yield, fat, protein, lactose | 0 g/d, 4.56 g/d, 9.12 g/d, 4.5 g/d, 9 g/d |
| Brake | 2013 | 25 | Milk yield, fat, protein, lactose | 0 g/d, 2.7 g/d, 5.3 g/d, 1.8 g/d, 3.5 g/d |
| Wang | 2020 | 24 | Milk yield, fat, protein, lactose | 0 g/d, 7.2 g/d |
| Chen | 2011 | 28 | Milk yield, fat, protein, lactose | 0 g/d, 9 g/d |
| Fagundes | 2018 | 8 | Milk yield, fat, protein, lactose | 0 g/d, 15.6 g/d |
| Giallongo | 2016 | 24 | Milk yield, fat, protein, lactose | 0 g/d, 18 g/d |
| Junior | 2021 | 76 | Milk yield, fat, protein, lactose | 0 g/d, 13.8 g/d |
| Michelotti | 2021 | 42 | Milk yield, fat, protein, lactose | 0 g/d, 7.2 g/d |
| Potts | 2020 | 28 | Milk yield, fat, protein | 0 g/d, 9 g/d, 13.5 g/d |
| Toledo | 2017 | 122 | Milk yield, fat, protein | 0 g/d, 12.1 g/d |
| Zhao | 2019 | 6 | Milk yield, fat, protein, lactose | 0 g/d, 4.19 g/d |
| Zhou | 2016 | 41 | Milk yield, fat, protein, lactose | 0 g/d, 10 g/d |
Descriptive statistics of data in the literature.
| Mean | Maximum | Minimum | Standard Deviation | |||||
|---|---|---|---|---|---|---|---|---|
| Control | Met | Control | Met | Control | Met | Control | Met | |
| Milk yield | 38.5 | 38.7 | 46.4 | 46.4 | 23.3 | 23.2 | 1.35 | 1.35 |
| Milk fat | 3.4 | 3.5 | 4.0 | 4.2 | 2.8 | 2.8 | 0.06 | 0.08 |
| Milk protein | 3.0 | 3.1 | 3.6 | 3.5 | 2.77 | 2.81 | 0.49 | 0.49 |
| Milk lactose | 4.9 | 4.9 | 5.23 | 5.25 | 4.6 | 4.54 | 0.04 | 0.04 |
Egger’ s bias detection results for the publications.
| Items |
|
|---|---|
| Milk yield | 0.253 |
| Milk fat | 0.303 |
| Milk protein | 0.164 |
| Milk lactose | 0.368 |
1p value of Egeer’s test with publication year as covariate in meta-regression analysis.
Figure 1Forest diagram of meta−analysis of RPM on milk yield of dairy cows. The black solid line represents the average difference of the effect, the point on the left of the black solid line represents the decrease of the effect, the point on the right represents the increase of the effect, the grey square represents the effect value of each study group, and the black square represents the overall effect value.
Figure 2Forest diagram of meta−analysis of RPM’s effect on milk compositions of dairy cows. The black solid line represents the average difference of the effect, the point on the left of the black solid line represents the decrease of the effect, the point on the right represents the increase of the effect, the grey square represents the effect value of each study group, and the black square represents the overall effect value.
Results of regression analysis for covariates.
| Items | Publication Year 1 | Test Cycle 2 |
|---|---|---|
| Milk yield | 0.556 | 0.002 * |
| Milk fat | 0.807 | 0.540 |
| Milk protein | 0.685 | 0.038 * |
| Milk lactose | 0.698 | 0.161 |
1p value of t-test with publication year as the covariate in meta-regression analysis. 2 p value of t-test with test duration as the covariate in meta-regression analysis. * p < 0.05.
SMD descriptive statistics and normal distribution test.
| Items | Mean 1 | Kurtosis 2 |
|---|---|---|
| Milk yield | 0.179 | 3.678 |
| Milk fat | 0.614 | 3.351 |
| Milk protein | 0.817 | 3.817 |
| Milk lactose | −0.0376 | 3.439 |
1 Average value of SMD. 2 Skewness kurtosis test in normal distribution test. If kurtosis is >3, the data have a normal distribution. If the kurtosis <3, then the opposite is true.
Figure 3Fitting effect quantity bubble diagram. The above four subgraphs are dose fitting effect diagrams of milk yield, milk fat percentage, milk protein percentage and lactose percentage respectively. The dose curve in the figure is drawn with the included RPM study level as the abscissa and the corresponding SMD as the ordinate, where the size of the point represents the weight and the color represents the sample size (n) of the study sample size. The curve is obtained by nonlinear method.