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A review of factors influencing milk urea concentration and its relationship with urinary urea excretion in lactating dairy cattle

Published online by Cambridge University Press:  31 July 2012

J. W. SPEK*
Affiliation:
Animal Nutrition Group, Wageningen University, Wageningen, The Netherlands Wageningen UR Livestock Research, Lelystad, The Netherlands
J. DIJKSTRA
Affiliation:
Animal Nutrition Group, Wageningen University, Wageningen, The Netherlands
G. VAN DUINKERKEN
Affiliation:
Wageningen UR Livestock Research, Lelystad, The Netherlands
A. BANNINK
Affiliation:
Wageningen UR Livestock Research, Lelystad, The Netherlands
*
*To whom all correspondence should be addressed. Email: wouter.spek@wur.nl
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Summary

Milk urea nitrogen (MUN) concentration in dairy cows may serve as an on-farm indicator to guide nutritional strategies and to help reduce emissions of nitrogen (N) to the environment. Excretion of urinary urea nitrogen (UUN) is positively related to MUN, but the relationship is highly variable. The accuracy of MUN as a predictor of UUN may improve when various factors that affect this relationship can be taken into account. The current review discusses the impact of a number of UUN : MUN ratio influencing factors related to: physiological mechanisms in the dairy cow, farm management, differences between individual cows, nutrition and analysis methods for MUN. Factors related to variation in water intake, urine production, dietary protein level, body weight (BW) and time and frequency of feeding and milking are shown to affect MUN and its relationship with UUN. In addition, a number of factors are discussed that are likely to affect this relationship such as biological rhythm, renal reabsorption of urea during periods of protein deficiency and breeding value for MUN. Accounting for these above-mentioned factors in the relationship between MUN and UUN might substantially improve the applicability and accuracy of MUN as a predictor of protein utilization efficiency and UUN.

Information

Type
Animal Review
Copyright
Copyright © Cambridge University Press 2012 
Figure 0

Fig. 1. Effect of MUN concentration (mg N/l) on predicted daily UN excretion (g/day) of a cow having a BW (kg) of 650 kg and producing 30 kg of milk/day (DMP) based on equations of Kohn et al. (2002); UN=1·51×MUN+27·8, Kauffman & St-Pierre (2001); UN=0·00259×BW×MUN, Broderick (2003); UN=1·12×MUN+111·6, Bannink & Hindle (2003); UN=1·45×MUN – 4·79×DMP+126·3 and Nousiainen et al. (2004); UN=1·31×MUN+6·00×DMP. The MUN range of the model prediction curves correspond with the range of observed MUN values of the datasets on which the model equations are based on.

Figure 1

Table 1. Overview of differences in ratios between urine nitrogen excretion (g N/day) and MUN ( mg/l), between UUN excretion ( g N/day) and MUN, between UN and PUN (mg/l), and between UUN and PUN in bovines at treatment contrasts from various studies

Figure 2

Fig. 2. Simple regression of UN excretion (g N/day) on UUN excretion (g N/day). UN=51·9±4·42+0·95±0·026×UUN, R2=0·94. The model was derived from 84 observations collected in 20 experiments (references available on request).

Figure 3

Fig. 3. Overview of nitrogen flows in the lactating ruminants that influence levels of urea in blood plasma and milk, and possibly affect the relationship between urea concentration in the milk and the quantity of nitrogen excreted in the urine. Arrows represent fluxes and boxes enclosed by solid lines represent pools. NPN is defined as non-protein-N with the exception of urea.

Figure 4

Fig. 4. Relationship between dietary content of CP (g CP/kg DM) and the ratio between UUN excretion (g N/day) and MUN concentration (mg N/l). A quadratic broken line model yielded the best model fit. The model: UUN : MUN=L+U× (R − CP)2, where (R − CP)2 is zero at values of CP above a threshold CP content R (g CP/kg DM). The model is adapted from Robbins et al. (2006). The value of L as the maximum UUN : MUN was 1·25±0·028, and the value of U as the decline parameter was –0·000 374±0·000 1822, and the threshold value of R as CP at which the maximum UUN : MUN is reached was 170±8·3. The model was derived from 102 observations collected in 23 experiments (references available on request).

Figure 5

Fig. 5. Relationship between MUN concentration (mg N/l) and the ratio between NUUN (g N/day) and MUN. An exponential model yielded the best model fit. NUUN : MUN ratio=1·368±0·2067×exp(–0·0104±0·00133×MUN). The model was derived from 84 observations collected in 20 experiments (references available on request).