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J. Dairy Sci. 88:1848-1854
© American Dairy Science Association, 2005.

Within-Day Feeding Behavior of Lactating Dairy Cows Measured Using a Real-Time Control System

Z. Shabi1, M. R. Murphy2 and U. Moallem3

1 Aminolab Ltd., Rehovot 76100, Israel
2 Department of Animal Sciences, University of Illinois, Urbana 61801
3 Department of Dairy Cattle, Institute of Animal Sciences, Volcani Center, PO Box 6, Bet-Dagan, 50250 Israel

Corresponding author: Michael R. Murphy; e-mail: mrmurphy{at}uiuc.edu.


    ABSTRACT
 TOP
 ABSTRACT
 INTRODUCTION
 MATERIALS AND METHODS
 RESULTS AND DISCUSSION
 CONCLUSIONS
 REFERENCES
 
The suitability of a statistical model for describing within-day feeding behavior, and potential relationships between model parameters and commonly measured experimental variables were examined. Forty multiparous, midlactation Holstein cows were fed using a real-time control system to record the date of each visit to a feeder, entrance time, exit time, and feed consumed over a 6-wk period. Daily feed consumption, number of visits, meal duration, and within-visit rate of food intake were then calculated. Two peaks in within-day rates of feed intake were indicated, suggesting that feeding activity was randomly distributed around each peak, that is, binormal. Parameters describing the distributions (means, standard deviations, and the percentage of total feeding activity associated with each peak) were estimated. An adjusted average of 91% of the variation in within-day feeding activity was explained by the binormal model. Relationships between model parameters and commonly measured experimental variables were also identified; behavioral traits were correlated with total feed intake. Feeding activity patterns in literature data were also amenable to reanalysis by the binormal model. Lactating cows consistently exhibited a distinct diurnal pattern in feeding activity; they were most active near sunrise and again near sunset (crepuscular). Effects of various management operations (e.g., feeding and milking times and frequencies, and lighting) on within-day feeding patterns remain to be established, although a statistical model for evaluating them is now available. The patterns may have important implications for scheduling management activities to maximize feed intake and production.

Key Words: dairy cow • feeding behavior • model


    INTRODUCTION
 TOP
 ABSTRACT
 INTRODUCTION
 MATERIALS AND METHODS
 RESULTS AND DISCUSSION
 CONCLUSIONS
 REFERENCES
 
Various management strategies are used by dairy producers to increase milk yield. These include increased feeding and milking frequencies, cooling systems, artificial lighting, processing of feedstuffs, and manipulation of diet composition. These tools, or combinations of them, have improved cow performance by increasing yield of milk or its components, reducing environmental impact or improving reproduction. Feeding frequency was reported to affect daily patterns of DMI and water consumption when a TMR was fed to dairy cows in their first lactation (Nocek and Braund, 1985); however, the effects of most of these management tools on daily eating behavior patterns are not yet known. Dairy producers can use knowledge of animal behavior to improve cow well-being and performance.

Feeding behavior of lactating dairy cows fed ad libitum can be measured in many ways. Time-lapse photography (Vasilatos and Wangsness, 1980), closed-circuit television (Hedlund and Rolls, 1977), electronic recording or visual observation (Penning, 1983), hourly consumption patterns (Nocek and Braund, 1985), and automatic feeders with identification or automatic bite-meters (Delagarde et al., 1999) have all been used. Of these, only automatic feeders with an identification system can handle and record data from large numbers of cows in a free-stall housing situation for long periods.

Although meal frequency and intermeal intervals have been studied (Tolkamp et al., 1998, 2000; DeVries et al., 2003), within-day feeding patterns of cows in free-stalls have only been qualitatively analyzed in a small number of experiments or data have remained unpublished because models to describe them were unavailable. Statistical models are needed to evaluate these data and allow the proportion of the ration consumed and the rate of feed intake to be measured throughout the day.

Our objective was to examine the suitability of a statistical model for describing within-day feeding behavior, and potential relationships between model parameters and commonly measured experimental variables.


    MATERIALS AND METHODS
 TOP
 ABSTRACT
 INTRODUCTION
 MATERIALS AND METHODS
 RESULTS AND DISCUSSION
 CONCLUSIONS
 REFERENCES
 
Cows and Management
The guidelines of Israel for animal care and use were followed. Forty multiparous Holstein cows in midlactation [627 ± 55 kg BW; 165 ± 5 DIM (mean ± SD)] were used. Cows were housed loose in a covered barn with adjacent pen yards. They had free access to water, were milked thrice daily (0500, 1400, and 2000 h), and were fed a TMR once daily at 1100 h for ad libitum intake. Ingredient composition of the TMR is in Table 1Go. Diets were formulated to meet stated nutrient requirements for lactating dairy cows (NRC, 1989).


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Table 1. Composition of experimental diet.
 
Milk weights were automatically recorded at each milking (Afimilk, Kibbutz Afikim, Israel). Milk was sampled at each milking every second week, preserved with 2-bromo-2-nitropropane-1,3-diol, and stored at 4°C until analyzed for fat, CP, and lactose by infrared analysis by the Israel Cattle Breeders Association (Milk Recording Laboratory, Bitan-Aharon, Israel). Dry matter intake was measured and recorded daily for 6 wk. During the trial, mean sunrise and sunset were at 0508 and 1818 h, respectively.

Recording of Feeding Behavior
A real-time control system for individual food intake of group-housed lactating dairy cows was used (Halachmi et al., 1998). The system consisted of 40 feeding stations, one for each cow. Each station was equipped with: 1) individual identification system (TIRIS, Dallas, TX) that allowed each cow to enter a specific station only, by using a pneumatic system, and to record the time of each visit; and 2) scales that measured the weight of the feed trough continuously, and recorded entrance and exit weights. All electronic and pneumatic components were connected directly to a single, reliable, industrial programmable logic controller.

These systems enabled measurement and recording of the date of each visit, entrance time, exit time, and feed consumed. Later, daily feed consumption, number of visits, meal duration, and rate of food intake were calculated from the recorded database.

Model Description and Statistical Analyses
Cattle have a distinct diurnal grazing pattern (Albright, 1993); i.e., they are most active at sunrise and again at sunset. Hughes and Reid (1951) concluded that, in both cattle and sheep, the most constant periods of grazing occur in the early morning and in late afternoon until dusk. They also noted that commencement of early morning grazing was correlated to sunrise and cessation of evening grazing to sunset, and that between these primary periods, no definite pattern of grazing could be recognized in the daytime. Sheppard et al. (1957) found that major grazing periods of beef steers were in the morning and evening, with a minor period occurring during midday. Vasilatos and Wangsness (1980) 2 peaks in within-day feeding activity of lactating dairy cows fed twice daily, and it was minimal at midnight. Nocek and Braund (1985) again found that mean hourly rates of DMI in lactating cows fed 1, 2, 4, or 8 times daily were minimal between 1801 and 0559 h. As others have reported, rates of DMI seemed to peak in early morning and late afternoon.

Based on these observations, we defined the within-day feeding interval as between successive midnights (proportion of the day between 0 and 1 to the nearest 0.0001, Noon = 0.5000). Day-to-day DMI varied; therefore, within-day intake was expressed as a percentage of total consumption for each day (0 to 100, Figure 1Go). For each visit to the feeder, data consisted of its midpoint [proportion of the day (independent variable), (exit time minus entry time)/2] and the cumulative percentage of intake for that day to that time (dependent variable).



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Figure 1. Cumulative feed consumption, expressed as a percentage of total daily intake, throughout the day (0 and 1 are successive midnights; noon = 0.5); N1 = first component normal curve, N2 = second component normal curve, and Total = sum of the 2 components. Curves were generated using hourly data and parameter estimates from Table 7Go.

 
Evidence for 2 peaks in within-day rates of DMI suggested the hypothesis that feeding activity was randomly distributed around each peak; i.e., binormal (Figure 2Go). Parameters describing the distributions [their means (µ1, µ2) and standard deviations (s1, s2), and the percentage of total feeding activity that was associated with each peak (a1, a2)] could then be estimated for each cow. For comparison, residual mean square and parameter significance were also examined for 1-peak and 3-peak models.



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Figure 2. Rate of feed consumption, expressed as a percentage of total daily intake, throughout the day (0 and 1 are successive midnights; noon = 0.5); N1 = first component normal curve, N2 = second component normal curve, and Total = sum of the 2 components. Curves were generated using hourly data and parameter estimates from Table 7Go.

 
The cumulative normal distribution function [P(x)] does not have an analytical solution; therefore, a polynomial approximation of the standard normal was used (26.2.17; National Bureau of Standards, 1972). The equation was: P(x) = 1 – Z(x)(b1t + b2t2 + b3t3 + b4t4 + b5t5) + {varepsilon}(x) [the residual], where Z(x) = (1/(2{pi})1/2)exp(–x2/ 2), t = 1/(1 + px), P = 0.2316419, b1 = 0.319381530, b2 = –0.356563782, b3 = 1.781477937, b4 = –1.821255978, and b5 = 1.330274429. This equation is valid for 0 ≤ x < {infty} and |{varepsilon}(x)| < 7.5 x 10–8. A nonlinear regression program (Sherrod, 2000) estimated µ1, µ2, s1, s2, and a1; and a2 was calculated as 100 – a1. For comparison, similar analyses were conducted for the 24-h mean data of Nocek and Braund (1985), Dado and Allen (1994), and Tolkamp et al. (2000). When not provided, average sunrise and sunset times were based on US Naval Observatory data.

Correlations between model parameters and experimental variables were calculated using the regression procedure of SAS (SAS Institute, 1985).


    RESULTS AND DISCUSSION
 TOP
 ABSTRACT
 INTRODUCTION
 MATERIALS AND METHODS
 RESULTS AND DISCUSSION
 CONCLUSIONS
 REFERENCES
 
Cow Performance
Standard analyses of data (14,113 records) from the real-time control system yielded several statistics: time spent eating, number of visits, and total feed intake (Table 2Go). Average time spent eating (170 min/d) was in the range reported by others (Hedlund and Rolls, 1977; Vasilatos and Wangsness, 1980; Tolkamp and Kyriazakis, 1999). Number of visits averaged 12/d, higher than the 6 to 7 meals/d reported by others (Tolkamp et al., 2000; DeVries et al., 2003). Number of visits and the average meal duration probably differed because cows were exposed to hot weather during the Israeli summer.


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Table 2. Real-time control system statistics, and milk yields and milk composition of cows during the experiment (n = 40).
 
Milk production and composition data are also included in Table 2Go. Correlations between these statistics are in Table 3Go. Milk yield increased (P < 0.010) with time spent eating and tended (P < 0.053) to increase with feed intake, but was not correlated (P > 0.100) with number of visits. These results agree with those of Dado and Allen (1994) for lactating Holsteins and Ingrand et al. (2000) for lactating Charolais. Because time spent eating was the most important of the factors affecting milk yield, producers may increase performance by encouraging lactating dairy cows to spend more time eating.


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Table 3. Correlations between real-time control system statistics and yields of milk and milk components (n = 40).
 
Modeling Results
Average residual mean squares for mononormal, bi-normal, and trinormal distributions for data of 28 cows (comparisons were not possible for 12 of the 40 cows) were 95.4, 76.6 (a reduction of 20%), and 75.8 (a further reduction of 1%), respectively. All parameters of the trinormal model (a1, a2, µ1, µ2, µ3, s1, s2, and s3) were significant for only 2 of 40 cows; therefore, the binormal model was selected and results for it, based on a mean of 353 observations per cow, are summarized in Table 4Go. On average, the binormal model explained an adjusted 91% of the variation in within-day feeding behavior. Cumulative percentage of feed consumed throughout the day was explained, with an average deviation (absolute value of the difference between observed and predicted values) of 6.3 percentage units, by 5 parameters with straightforward biological interpretations.


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Table 4. Binormal model parameter estimates and statistics.
 
The morning peak in feeding activity (µ1) occurred at 0814 h (Table 4Go), just over 3 h after mean sunrise (0508 h). It ranged from 0255 to 1317 h. Afternoon feeding activity peaked 2) at 1634 h, almost 2 h before mean sunset (1818 h), and ranged from 1345 to 1828 h. Major morning and afternoon peaks in feeding activity suggest that lactating cows in a dry lot have diurnal eating patterns similar to those of grazing cattle that were described by Albright (1993).

Standard deviations (s1, s2) of the binormal distribution of feeding activity (Table 4Go) were 6:44 and 2:38, respectively; therefore, feeding activity associated with the morning peak occurred over a longer period than that associated with the afternoon peak. On average, 61% of total feeding activity was associated with the morning peak (a1) and the remainder (39%) with the afternoon peak (a2).

Relationships between model parameters are in Table 5Go. The higher the percentage of total consumption associated with the morning peak in feeding activity, the later and broader it was; however, the afternoon peak, although also later, was narrower. Correlations between measured experimental variables and binormal model parameter estimates (Table 6Go) suggested that total feed intake increased as the proportion of consumption associated with the first peak in activity decreased. Increased feed intake was also positively correlated with the standard deviation of the second peak. These relationships are consistent with short-term control of feed intake; i.e., cows can consume more feed by distributing their eating over more of the day. Number of visits was positively correlated with time of the second peak in feeding activity and tended to be positively correlated with time of the first peak. Milk yield and composition measures were not correlated with model parameters.


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Table 5. Correlation coefficients between binormal parameter estimates.
 

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Table 6. Correlation between real-time control system measured variables and binormal model parameter estimates.1
 
Data for the present experiment were restructured into 24 hourly means, across cows and days, and reanalyzed for comparison with literature data (Table 7Go). The proportions of variance that were explained by the binormal model, and average deviations, were similar across studies. Feeding activity peaks usually occurred within 3 h of either sunrise or sunset. When the first feeding occurred before sunrise so did the first peak of feeding activity. It is interesting that this same feeding activity pattern was apparent in the data of Dado and Allen (1994) despite the fact that their experiment was conducted under continuous lighting conditions in a tie-stall barn with no windows. A TMR had been offered for ad libitum intake at 0300 and 1500 h. Perhaps uninhibited feeding activity of lactating cows exhibits a diurnal rhythm, like rumination (Murphy et al., 1983), not greatly affected by other variables.


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Table 7. Comparison of present results with data from others fitted to the binormal model of within-day feeding behavior.1
 
The one case where the first peak in feeding activity occurred almost 5 h after sunrise (Tolkamp et al., 2000) is easily explained. Cows were locked out of their feeding passage between approximately 0800 and 0930 h (0.333 and 0.396 of the day, respectively).

Although Nocek and Braund (1985) concluded that diurnal patterns of DMI varied with feeding frequency, no significant (P < 0.10, their definition) effects on measures of behavior were detected. Reanalyses of their data here suggested that the first peak in feeding activity tended (P = 0.074) to decrease linearly as feeding frequency increased.


    CONCLUSIONS
 TOP
 ABSTRACT
 INTRODUCTION
 MATERIALS AND METHODS
 RESULTS AND DISCUSSION
 CONCLUSIONS
 REFERENCES
 
The binormal model was suitable for describing within-day feeding behavior of lactating cows. Relationships between model parameters and commonly measured experimental variables were also identified, and suggested that behavioral traits were associated with total feed intake. Effects of various management operations (e.g., feeding and milking times and frequencies, and lighting) on within-day feeding patterns remain to be established, although a statistical model for testing them is now available. The patterns may have important implications for scheduling management activities to maximize feed intake and production.

Received for publication December 17, 2003. Accepted for publication December 10, 2004.


    REFERENCES
 TOP
 ABSTRACT
 INTRODUCTION
 MATERIALS AND METHODS
 RESULTS AND DISCUSSION
 CONCLUSIONS
 REFERENCES
 


Albright, J. L. 1993. Feeding behavior of dairy cattle. J. Dairy Sci. 76:485–498.[Abstract/Free Full Text]

Dado, R. G., and M. S. Allen. 1994. Variation in and relationships among feeding, chewing, and drinking variables for lactating dairy cows. J. Dairy Sci. 77:132–144.[Abstract]

Delagarde, R., J.-P. Caudal, and J.-L. Peyraud. 1999. Development of an automatic bitemeter for grazing cattle. Ann. Zootech. 48:329–339.

DeVries, T. J., M. A. G. von Keyserlingk, D. M. Weary, and K. A. Beauchemin. 2003. Measuring the feeding behavior of lactating dairy cows in early to peak lactation. J. Dairy Sci. 86:3354–3361.[Abstract/Free Full Text]

Halachmi, I., Y. Edan, E. Maltz, U. M. Peiper, U. Moallem, and I. Brukental. 1998. A real-time control system for individual dairy cow food intake. Comput. Electron. Agric. 20:131–144.

Hedlund, L. and J. Rolls. 1977. Behavior of lactating dairy cows during total confinement. J. Dairy Sci. 60:1807–1812.

Hughes, G. P., and D. Reid. 1951. Studies on the behaviour of cattle and sheep in relation to the utilization of grass. J. Agric. Sci. (Camb.) 41:350–366.

Ingrand, S., J. Agabriel, B. Dedieu, and J. Lassalas. 2000. Effects of within-group homogeneity of physiological state on individual feeding behaviour of loose-housed Charolais cows. Ann. Zootech. (Paris) 49:15–27.

Murphy, M. R., R. L. Baldwin, M. J. Ulyatt, and L. J. Koong. 1983. A quantitative analysis of rumination patterns. J. Anim. Sci. 56:1236–1240.

National Bureau of Standards. 1972. Handbook of Mathematical Functions with Formulas, Graphs, and Mathematical Tables, 10th printing of 1964 ed., with corrections. M. Abramowitz and I. A. Stegun, ed. United States Govt. Printing Office, Washington, DC.

National Research Council. 1989. Nutrient Requirements of Dairy Cattle. 6th rev. ed. Natl. Acad. Sci., Washington, DC.

Nocek, J. E., and D. G. Braund. 1985. Effect of feeding frequency on diurnal dry matter and water consumption, liquid dilution rate, and milk yield in first lactation. J. Dairy Sci. 68:2238–2247.[Abstract/Free Full Text]

Penning, P. D. 1983. A technique to record automatically some aspects of grazing and ruminating behaviour in sheep. Grass Forage Sci. 38:89–96.

SAS Institute. 1985. SAS Users Guide: Statistics, version 5 ed. SAS Institute, Inc., Cary, NC.

Sheppard, A. J., R. E. Blaser, and C. M. Kincaid. 1957. The grazing habits of beef cattle on pasture. J. Anim. Sci. 16:681–687.

Sherrod, P. H. 2000. Nonlinear Regression Analysis Program, NLREG Version 5.0. Phillip H. Sherrod, Nashville, TN.

Tolkamp, B. J., D. J. Allcroft, E. J. Austin, B. L. Nielsen, and I. Kyriazakis. 1998. Satiety splits feeding behaviour into bouts. J. Theor. Biol. 194:235–250.[Medline]

Tolkamp, B. J., and I. Kyriazakis. 1999. To split behaviour into bouts, log-transform the intervals. Anim. Behav. 57:807–817.[Medline]

Tolkamp, B. J., D. P. N. Schweitzer, and I. Kyriazakis. 2000. The biologically relevant unit for the analysis of short-term feeding behavior of dairy cows. J. Dairy Sci. 83:2057–2068.[Abstract]

Vasilatos, R., and P. J. Wangsness. 1980. Feeding behavior of lactating dairy cows as measured by time-lapse photography. J. Dairy Sci. 63:412–416.


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