Go to Top Go to Bottom
Anim Biosci > Volume 36(1); 2023 > Article
Riveros, de Sousa Camargos, Macari, de Paula Reis, Leme, and Sakomura: Dynamic of heat production partitioning in rooster by indirect calorimetry



The objective of this study was to describe a methodological procedure to quantify the heat production (HP) partitioning in basal metabolism or fasting heat production (FHP), heat production due to physical activity (HPA), and the thermic effect of feeding (TEF) in roosters.


Eighteen 54-wk-old Hy Line Brown roosters (2.916±0.15 kg) were allocated in an open-circuit chamber of respirometry for O2 consumption (VO2), CO2 production (VCO2), and physical activity (PA) measurements, under environmental comfort conditions, following the protocol: adaptation (3 d), ad libitum feeding (1 d), and fasting conditions (1 d). The Brouwer equation was used to calculate the HP from VO2 and VCO2. The plateau-FHP (parameter L) was estimated through the broken line model: HP = U×(R–t)×I+L; I = 1 if t<R or I = 0 if t>R; Where the broken-point (R) was assigned as the time (t) that defined the difference between a short and long fasting period, I is conditional, and U is the decreasing rate after the feed was withdrawn. The HP components description was characterized by three events: ad libitum feeding and short and long fasting periods. Linear regression was adjusted between physical activity (PA) and HP to determine the HPA and to estimate the standardized FHP (st-FHP) as the intercept of PA = 0.


The time when plateau-FHP was reached at 11.7 h after withdrawal feed, with a mean value of 386 kJ/kg0.75/d, differing in 32 kJ from st-FHP (354 kJ/kg0.75/d). The slope of HP per unit of PA was 4.52 kJ/mV. The total HP in roosters partitioned into the st-FHP, termal effect of feeding (TEF), and HPA was 56.6%, 25.7%, and 17.7%, respectively.


The FHP represents the largest fraction of energy expenditure in roosters, followed by the TEF. Furthermore, the PA increased the variation of HP measurements.


Many factors affect the energy expenditure in poultry. The indirect calorimetry method, together with heat production (HP) measurements, are being used to provide a better explanation of energy metabolism and HP variation factors [1]. A real-time HP measurement can evaluate the animal energy metabolism (and energy utilization) under different conditions and the energy available from the diets or feedstuff. Both components are essential to implementing the net energy (NE) system (requirements and feed energy values) [2].
The HP variations were studied under the effect of different factors. These can be classified as inherent to the animal (e.g., body mass, behavior, physiological state), dependent on the feed characteristics (e.g., Physico-chemical composition, particle size, feed processing, and bio-active components like exogenous enzymes), and environmental factors (e.g., temperature, photoperiod) [24]. The HP is partitioned in its components of fasting heat production (FHP) and the thermal effect of feeding (TEF) or heat increment, aiming to elucidate the impact of each factor on energy metabolism. The FHP represents the minimum energy required to sustain life [5]. It is measured when the animal is subject to fasting, under thermoneutrality, and in an inactive circadian phase [6].
On the other hand, the TEF is described as the metabolic heat due to postprandial thermogenesis and metabolic utilization of nutrients, affected principally by the feed chemical composition [1,7,8].
Additionally, another source of energy expenditure is due to physical activity (HPA). In poultry production, the HPA has a low contribution to the total HP; however, it should not be neglected because physical activity (PA) increases the noise of collected data during a continuous measurement of HP. Besides, the physiological response from PA is influenced by metabolic heat expended and energy utilization [9].
This paper describes a procedure to quantify the partitioning of HP in FHP, HPA, and the TEF on roosters.


Animals and management practice

The animal utilization, management and procedures were approved by The Ethics Committee on Animal Use of the Faculdade de Ciências Agrárias e Veterinárias, UNESP, Jaboticabal, São Paulo, Brazil under protocol number n° 013078/19.
Eighteen 54-wk-old Hy Line Brown roosters (2.916±0.15 kg) were used. During the pre-experimental period, the roosters were allocated in individual cages (80×80×75 cm) equipped with feeders and nipple drinkers and maintained at 22°C±2.2°C under a 16 L:8 D light program. The roosters were fed mash type diet (Table 1).

Experimental protocol

Every 5 d, one bird was randomly selected and transferred to the respiration chamber. The daily management consisted of bird weighting, excreta removal, chamber cleaning, and feed allocation. Daily, the bird's manipulation and chamber saturation lasted 2 h, and this period was not considered for gas exchange calculations.
During the data collection, roosters were adapted for 3 d (with free access to feed and freshwater), followed by the measurement of HP under ad libitum feeding (~24 h). Then, the feed was withdrawn to measure the HP in the fasting condition (~24 h) (Figure 1).

Indirect calorimetry and physical activity measurements

The gas exchange measurement was done in an open circuit respirometry chamber (dimension: 90×85×95 cm), equipped with environmental temperature control. The respirometry system (Figure 2) consists of a mass flow pump (FK-100; Sable System, Las Vegas, NV, USA) that sucks atmospheric air (by negative pressure) to the inside of the chamber at a flow range between 8 to 12 L/min. The ventilation flow was set to maintain the CO2 out-going concentration below 1%. A sub-sampler pump was set at 160 mL/min (SS4; Sable System, USA) to conduct the air sample through the drier (>99.5% CaSO4 dihydrate) and gas analyzers. The water vapor pressure was recorded by RH-100 (Sable System, USA), and the O2 and CO2 were measured using a paramagnetic analyzer (PA-10; Sable System, USA) and infrared analyzer (CA-10; Sable System, USA), respectively. The multiplexer (MUX; Sable System, USA) was programmed to record one data each second, by 3,000 s to chamber gas concentrations recording and 600 s for atmospheric air concentration. This procedure was repeated (in a loop) each hour for 24 h. Average gas concentration every hour was used for HP calculation. The CO2 mass recovery factor was 1.032 from a recovery test on the whole respirometry system check.
The physical activity (PA) was measured by an accelerometer (MPU-6050 Three-Axis; MEMS MotionTracking, San Jose, CA, USA) located below the cage to record the vibration (sensibility of ±0.1 mV/s). The cage floor was a solid unfixed platform adapted to transfer the animal's movement with springs on the four vertexes. The PA was recorded each second and averaged every 60 points for further calculations.

Gas exchange and heat production calculations

According to the Lighton [10] description for an open-circuit system (pull-mode), the gas exchange calculation was done. The in-going airflow (Fin) to the chamber, oxygen consumption (VO2), and production of carbon dioxide (VCO2) were calculated according to the following calculations.
(Eq. 1)
(Eq. 2)
(Eq. 3)
Where, Fout is the out-going airflow (measured by the FK-100 pump), [O2]in and [CO2]in is the atmospheric gas concentrations or baseline. VO2 and VCO2 were calculated from the corrected volume of gas at standard temperature and pressure dry and expressed per unit of metabolic body weight (BW) per day (kg0.75/d). The respiratory quotient (RQ) was calculated as VCO2VO2 ratio and the HP were obtained by the Brower equations [11]:
(Eq. 4)
HP (kJkg0.75.d)=16.18×VO2+5.02×VCO2

Heat production description events and partitioning

The HP partitioning was based on metabolic conditions: A, ad libitum feeding, where the roosters have free access to feed; B, short fasting period; and C, long fasting period. A segmented model was used to describe the limit between a short and long fasting period, assumed as the variation between the drop of the metabolic cost up to lower stable phases, respectively:
(Eq. 5)
Where U is the decline rate of HP (dependent variable) until time R (broken point), L is the plateau value of HP (plateau-FHP), I is the conditional factor (I = 1 if t<R or I = 0 if t>R), and t is the time (independent variable). The parameter R presents the time of transition between a short to a long fasting period (to define the B and C).
The HP partitioning was described for a rooster (no growth animal) subject to “no limiting” conditions, considering the sum of their components:
(Eq. 6)
The components with (t) subindex are assumed to be subject to variation along the measured time.
During event C, two components of HP were described without the effect of heat due feeding process, turning feasible to isolate the heat-induced per unit of PA through the linear regression model:
(Eq. 7)
HP(t)=FHP+HPA(t)or HP=β0+β1×PA
From Eq. 7, the standardized fasting heat production (st-FHP = β0) and the rate of heat production per unit of PA (HPA = β1×PA) were estimated.
The TEF(t) was deduced from Eq. 6 and previous st-FHP and HPA(t) calculations (Eq. 7).

Statistical analyses

VO2, VCO2, RQ, and HP obtained during the feeding and fasting periods were subjected to one-way analysis of variance analysis. In addition, the HP and time for the segmented model (Eq. 5) were fitted using a non-linear regression procedure. In contrast, linear regression analyses were used for the HP and the PA (Eq. 7). The statistical analyses were performed using the Minitab v.20 statistical software (Minitab Inc., StateCollege, PA, USA).


The average values of the gas exchange parameters (VO2 and VCO2), HP, and RQ are reported for the feeding and fasting period (Table 2). Furthermore, the feed intake (FI) and the metabolizable energy intake (MEI) during the feeding period were reported as the daily average was 0.130±0.017 kg/bird and 720±85 kJ/kg0.75, respectively. Roosters under ad libitum feeding consumed 14.54% more O2 and produced 14.52% more CO2 during the light (06 AM to 09 PM) compared to the dark period (10 PM to 05 AM). The triggered reduction of HP was 83 kJ/kg0.75/d during the resting (Figure 3B), and a decrease in 65% of PA, from 0.367±0.26 to 1.059±0.77 mV/min of the dark to light period (Figure 3C). On the other hand, the RQ was close during the darkness and light period (0.850 vs 0.856).
The metabolic measurements during the fasting period were low (p<0.01) to VO2 (−10.3 L/kg0.75/d), VCO2 (−9.94 L/kg0.75/d), and RQ (−0.055) compared to the ad libitum feeding (Figure 3A). Also, the result shows a reduction in metabolic HP of 34.5% for the fasting conditions compared to the feeding period (p<0.01) (Table 2).
The metabolic rate declined after feed deprivation, which significantly fits the segmented model (Figure 3A). The data demonstrate a linear reduction of HP (U = 10.7), starting on the feed withdrawal up to 11.7 h (R) of fasting. After which, the HP reached the plateau-FHP (386.37 kJ/kg0.75/d). The RQ associated with the plateau-FHP obtained was 0.751±0.018.
Based on the average of HP reported along the measurement periods investigated herein (Table 2; Figure 3), the events (A, ad libitum feeding; B, short fasting; and C, long fasting periods) and HP components are illustrated in Figure 4. When the roosters had free access to the feed (A), all HP components varied along the day. These variations were affected by the lighting and feeding process at each time. Sequentially, the roosters under a short fasting period (B) demonstrate a reduction in HP, where TEF was most affected by feed restriction and a lesser extent, by PA reduction. In a long fasting period (C), the HP has been constituted by the st-FHP and HPA. The linear regression model estimated the PA effect on total HP (p<0.01) between energy expenditure per unit of movement at 4.52 kJ/mV (β1), and the st-FHP was calculated as the intercept (β0 = 354 kJ/kg0.75/d) (Figure 3).
Two different values that describe the basal metabolic rate could be contrasted. The plateau-FHP was estimated from the broken-line model on the plateau phases after a long fasting period. Moreover, the st-FHP was estimated, considering the PA and isolating their effects. The st-FHP was lower (−42 kJ/kg0.75/d) than plateau-FHP.
With the result of previous calculations, was calculated the values of metabolizable energy (ME) partitioning in heat increment (described for this proposed as TEF+HPA, 275 kJ/kg0.75/d), 386 kJ/kg0.75/d of NEm (or st-FHP), and 59 kJ/kg0.75 of retained energy (NEp). Also, the energy efficiency of utilization was 61.85%(NE=(NEm+NEp)ME).
On average, the energy cost observed for a rooster is described as 56.6%, 25.7%, and 17.7% to st-FHP (386 kJ/kg0.75/d), TEF (159 kJ/kg0.75/d), and HPA (116 kJ/kg0.75/d), respectively (Figure 4).


Describing the partition of HP in roosters could be helpful to understand better the feed energy utilization and establish the bird's requirements [1214]. Therefore, this study shows the energy utilization of roosters to describe better HP partitioning and determine the maintenance requirement.
Indirect calorimetry parameters in laying breed roosters are rarely reported. A pioneering study in fed male broiler breeders reports similar results for gas exchange parameters than we found, 33.85 of O2 consumption and 34.87 CO2 productions (in L/kg0.75/d) [15]. In contrast, Barnas et al [16] conducted a study on laying cockerels reporting similarities with our findings and a slight reduction compared with meat-type breeders for VO2 (32 L/kg0.75/d) and VCO2 (27.68 L/kg0.75/d). Otherwise, a wide variation on the RQ is reported in the literature for poultry under fed conditions. In this sense, lower values of 0.86 were reported for laying breeders [16] and higher values close to 1.03 [15] in male broiler breeders. Conceptually the RQ is related to the oxidation rate depending on the substrate [17]. Also, in ad libitum fed animals, the RQ is close to 1 [1].
Additionally, the amount and frequency of feeding influenced this value [18]. In this way, broiler breeders present high FI (around 0.163 kg/bird) and a higher frequency of feeding as reported by Fuller et al [15], inducing heavy-fatty chickens, higher compared with male laying breeders [19] and besides higher values of RQ. Also, O'Neil et al [4] describe a wide variation in the RQ in fed roosters with different levels of a single diet and the same BW (around 2.5), varying from 0.814 to 1.050. In recent studies conducted by Liu et al [20] in broiler breeders to evaluate different diets ranging in their chemical composition with the same ME (12.96 MJ of ME/kg) and same FI (0.239 kg/bird), the authors observed no difference in the RQ (average of 0.96). The RQ variation is more related to the amount of FI (affected by the circadian rhythm) and the strain of the chickens (differentiated by the body composition).
Even with these variations in the RQ, Fuller et al [15] and Barnas et al [16] reported the same daily HP per unit of metabolic BW compared with our results, between 661 and 698 kJ/kg0.75.
In the continuous measurement of HP throughout the day, many random factors are a source of variation, like crowing [21], spontaneous PA [22], behavior states [23], and principally by the circadian cycle regulation and photoperiod [24]. Since HP is a dynamic phenomenon that constantly changes per unit of time, the calculations in short-time trials can result in noisy data [1]. The variation in HP is governed primarily by the locomotion activity induced by the light program [24]. Gleeson et al [9] reported relative reduction for the gas exchange parameters during the resting, beginning 0.3 and 0.92 L/kg0.75/d lower for VO2 and VCO2, respectively. That produced a numerical (non-significant) reduction in the HP with around nine kJ/kg0.75/d of difference between light and dark. Also, no difference was shown for the RQ, with an average reported of 0.930. On the other hand, Caldas et al [13] showed that female broiler breeders presented a significant variation in the gas exchange parameters affected by the light program adopted, reporting reductions of 27% (from 23 to 16.9 L/kg0.75/d) and 30% (from 21.9 to 15.4 L/kg0.75/d) for VO2 and VCO2, respectively.
We observed intermediate values than Gleeson et al [9] and Caldas et al [13], keeping a reduction of 15% during the dark period for both gases. Also, we showed a decrease of 65% in the locomotion of the roosters during the resting period.
Energy utilization (NE/ME) efficiency was reported at around 63% [25] for cockerels was closer than we found. The energy utilization in roosters is explained as the nutrient and energy intake destined mainly for maintenance (around 53.61% of ME). Also, a small fraction will be retained as lipid or turnover tissue (NEp around 8.24% of ME), making energy use by mature and non-productive animals less efficient.
The FHP determination depends on the methods used to estimate HP extrapolation at zero MEI [20] or submit the animals for a long time of fasting [8]. Also, the HP measurement under fasting conditions is broadly accepted and used for farm animal trials. Still, it presents some limitations, like guaranteeing the resting state after a long-time feed deprivation [6,26]. Some studies used the minimum HP plateau value to express basal metabolism [27]. Nonetheless, the observation from the present investigation demonstrates a necessity to isolate the effect of FHP for zero PA. In this sense, PA control should be essential to measure and separate the HPA contribution from FHP. The evaluation of metabolic trail conditions, like chamber size, light program, and animal behavior, must be carefully accounted for and monitored to reduce the roosters' displacement inside the chamber. Considering the experimental conditions, PA variation is expected to decline, allowing a better plateau-FHP estimation, matching with the basal metabolic rate of roosters.
As explained, a simple way to estimate the FHP relies on identifying a low asymptote or plateau in the HP after feed deprivation [23]. Still, it needs mechanisms or conditions to guarantee the animal’s inactivity as much as possible [22]. Nevertheless, it is essential to know how much time the roosters need to be fasting to express the plateau-FHP. Noblet et al [8] mentioned that six hours after the last meal plus eight hours of feed deprivation is insufficient for young chickens to reach the plateau of FHP. Furthermore, Zubair and Leeson [27] obtained a constant minimum value of HP for 17-d-old chicks submitted to fasting between 24 to 36 h. Similar results were reported by Liu et al [18]. The latter found a constant RQ (0.65 to 0.75) between 12 and 36 h of fasting for broiler chickens. In our study, a plateau in the HP was observed after 11 h of fasting, therefore reaching the plateau-FHP; however, a longer time (24 h) of fasting might be necessary to achieve a reliable estimate of plateau-FHP [8].
As observed in this study, the plateau-FHP value was higher than st-FHP because even in fasting conditions, the PA effect increased the plateau-FHP estimation. Thus, they denote the importance of accounting for the bird's PA when estimating the basal metabolic rate.
The st-FHP obtained herein was close to that obtained by Rabello et al [25] (360 kJ/kg0.75/d) in broiler breeders, O'Neill et al [4] (308 kJ.kg0.75/d) in cockerels, and Johnson and Farrell [28] (359 kJ/kg0.75/d) discounting the PA effect. Thus, the slight difference between FHP found in literature is probably due to genetic variation and the methodologies applied to estimate the HP [1].
The TEF has low variation compared with the HPA, and it is mainly affected by the frequency of feed consumption and feed behavior, influenced by the light program when the bird has free access to feed [24].
The HPA fraction has more variation, which causes more noise in the trials of HP measurements. Still, it can be stimulated by the feeding period, light program, and other disturbances like crowing due to normal rooster behavior [21]. This fraction is more expressed during the feeding period. Still, it is not feasible to isolate this effect because it is combined with the feeding and the metabolic cost involved in the ingestion and digestion process.
The HP partitioning result was similar to van Milgen et al [26] reports on broiler chicks and Rivera-Torres et al [29] on growing turkeys. These studies partitioned the HP into three components, including heat increment related to the thermic effect of feeding (about 17% to 31% of total HP), FHP (around 52% to 29%), and HPA (17% to 23%), respectively.
In conclusion, the heat production partitioning into the FHP, TEF, and considering the HPA effect for each component improve the interpretation data of energy utilization in laying roosters. The FHP represents the major fraction of energy cost, followed by the TEF depending on the quantity of FI and chemical characteristics. Also, PA has a considerable impact on energy expenditure measurements. Therefore, more accurate maintenance regimes could be developed by PA measurement and quantification and their corresponding energy cost.



We certify that there is no conflict of interest with any financial organization regarding the material discussed in the manuscript.


This research was supported by public funding from Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP) (Grant: 2019/26575-6 to N.K.S), and Coordenação de Aperfeiçoamento de Pessoal de Nível Superior – Brasil (CAPES) – Finance Code N° 88882.330298/2019-01 (Grant to R.R.L).

Figure 1
Protocol of bird allocation on the chambers of respirometry and data collection. BW, body weight; VO2, oxygen consumption; VCO2, carbon dioxide production.
Figure 2
LAVINESP open-circuit calorimetry system. IN, in-going atmospheric air; SCT, temperature controller and air mixing system; RC, cavity for animal allocation; OUT, out-going air from the chamber; FK-100, mass flow pump; MUX, a multiplexer for alternate air sample; RH, water vapor pressure analyzer; Drier, air sample drier; CA, dioxide of carbon analyzer; PA, paramagnetic oxygen analyzer; UI, universal interface data acquisition; SS4, sub-sample air pump. Airflow direction (→). Data transference line (---). Multiplexer was programmed to record 50 minutes for the chamber and 10 minutes for the baseline (This procedure is repeated along a measured period ~24 h).
Figure 3
(A) Respiratory quotient (VCO2:VO2), (B) heat production (HP), and (C) physical activity (PA) behavior during the measurement period. The segmented model (•••••) describes the HP decreasing during the fasting period. (D) Regression plot (—) between PA and HP during the long fasting period. The parameters are expressed as value and standard error for the segmented model and linear regression. The top open and close line referred to the light program. R2 is the coefficient of determination.
Figure 4
Scheme form the average of all data (n = 18) of heat production partitioning on sequentially period of continuous feed available (A), around 12 h after feed deprivation (B) and long-time of fasting between 11.7 to 24 h of feed deprivation (C). A and B limits are estimated from the broken-line model (---).
Table 1
Diet and nutritional composition
Item %
 Corn, grain 7.86% CP 69.70
 Soybean meal 45% CP 25.54
 Wheat bran - Midds 1.54
 Limestone 1.25
 Dicalcium phosph. 1.50
 Salt 0.25
 DL-Methionine 0.02
 Vitamin and mineral premix1) 0.20
 Total 100
Calculated nutrient composition
 ME (MJ/kg) 12.33
 Crude protein 17.32
 Total calcium 0.942
 Available phosphorus 0.375
 Lysine SID 0.777
 Methionine SID 0.274
 Ether extract 4.352
 Starch 43.99
 Crude fiber 2.892

CP, crude protein; ME, metabolizable energy; SID, standardized ileal digestibility.

1) Provided the following per kilogram of diet: vitamin A, 8,800 IU; vitamin D3, 3,300 IU; vitamin E, 40 IU; vitamin K3, 3.3 mg; thiamine, 4.0 mg; riboflavin, 8.0 mg; pantothenic acid, 15.0 mg; niacin, 50 mg; pyridoxine,3.3 mg; choline, 600 mg; folic acid, 1.0 mg; biotin, 220 g; vitamin B12, 12 g; ethoxyquin, 120 mg; Mn, 70 mg;Zn, 70 mg; Cu, 10 mg; Fe, 60 mg; I, 1.0 mg; and Se, 0.3 mg.

Table 2
Average gas exchange parameters of oxygen consumption (VO2) and carbon dioxide production (VCO2), calculations of heat production (HP), and respiratory quotient (RQ)
State VO2 (L/kg0.75/d) VCO2 (L/kg0.75/d) RQ HP (kJ/kg0.75/d)
Feeding μ 30.7 26.3 0.856 628
SD 6.12 5.42 0.056 125
 Light μ 32.3 27.6 0.856 661
SD 6.66 6.03 0.058 137
 Dark μ 28.2 24.1 0.850 578
SD 4.07 3.28 0.051 81
Fasting1) μ 20.4 16.3 0.801 412
SD 3.56 2.94 0.015 72
SEM 0.790 0.410 0.0001 305
P2) <0.001 <0.001 <0.001 <0.001

SEM, standard error of the mean.

1) Calculated as an average of heat production before the feed was withdrawn along with ~24 h of fasting.

2) Probability reported from analysis of variance analysis between Feeding versus Fasting. The results were expressed as the average (μ) and the standard deviation (SD).


1. van Milgen J, Noblet J, Dubois S, Bernier JF. Dynamic aspects of oxygen consumption and carbon dioxide production in swine. Br J Nutr 1997; 78:397–410. https://doi.org/10.1079/bjn19970159
crossref pmid
2. Labussière E, Dubois S, van Milgen J, Noblet J. Partitioning of heat production in growing pigs as a tool to improve the determination of efficiency of energy utilization. Front Physiol 2013; 4:146 https://doi.org/10.3389/fphys.2013.00146
crossref pmid pmc
3. Barott HG, Pringle EM. Energy and gaseous metabolism of the hen as affected by temperature. J Nutr 1941; 22:273–86. https://doi.org/10.1093/jn/22.3.273
4. O'Neill SJB, Balnave D, Jackson N. The influence of feathering and environmental temperature on the heat production and efficiency of utilization of metabolizable energy by the mature cockerel. J Agric Sci 1971; 77:293–305. https://doi.org/10.1017/S0021859600024448
5. Rivera-Torres V, Noblet J, Dubois S, Van Milgen J. Dynamics of energy utilization in male and female turkeys during growth. Animal 2011; 5:202–10. https://doi.org/10.1017/S1751731110001709
crossref pmid
6. Labussière E, Dubois S, Van Milgen J, Bertrand G, Noblet J. Fasting heat production and energy cost of standing activity in veal calves. Br J Nutr 2008; 100:1315–24. https://doi.org/10.1017/S0007114508980648
crossref pmid
7. Koh K, Macleod MG. Effects of ambient temperature on heat increment of feeding and energy retention in growing broilers maintained at different food intakes. Br Poult Sci 1999; 40:511–6.
crossref pmid
8. Noblet J, Dubois S, Lasnier J, et al. Fasting heat production and metabolic BW in group-housed broilers. Animal 2015; 9:1138–44. https://doi.org/10.1017/s1751731115000403
crossref pmid
9. Gleeson M, Barnas GM, Rautenberg W. Respiratory and cardiovascular responses of the exercising chicken to spinal cord cooling at different ambient temperatures. II. Respiratory responses. J Exp Biol 1985; 114:427–41. https://doi.org/10.1242/jeb.114.1.427
crossref pmid
10. Lighton JRB. Measuring metabolic rates: a manual for scientists. NY, USA: Oxford University Press; 2008. https://doi.org/10.1093/acprof:oso/9780195310610.001.0001

11. Brouwer E. Report of sub-committee on constants and factors. In : Proceedings of the 3rd symposium on energy metabolism of farm animals; 1965; 11:p. 441–3. European Association for Animal Production; 1965.

12. Rising R, Maiorino PM, Alak J, Reid BL. Indirect calorimetry evaluation of dietary protein and animal fat effects on energy utilisation of laying hens. Poult Sci 1989; 68:258–64. https://doi.org/10.3382/ps.0680258
crossref pmid
13. Caldas JV, Boonsinchai N, Wang J, England JA, Coon CN. The dynamics of body composition and body energy content in broilers. Poult Sci 2019; 98:866–77. https://doi.org/10.3382/ps/pey422
crossref pmid
14. Sakomura NK. Modeling energy utilization in broiler breeders, laying hens and broilers. Braz J Poult Sci 2004; 6:1–11. https://doi.org/10.1590/S1516-635X2004000100001
15. Fuller HL, Dale NM, Smith CF. Comparison of heat production of chickens measured by energy balance and by gaseous exchange. J Nutr 1983; 113:1403–8. https://doi.org/10.1093/jn/113.7.1403
crossref pmid
16. Barnas GM, Gleeson M, Rautenberg W. Respiratory and cardiovascular responses to spinal cord cooling at thermoneutral, low and high ambient temperatures in the chicken. J Comp Physiol B 1984; 155:103–8. https://doi.org/10.1007/BF00688798
17. Gerrits WJJ, van den Borne JJGC, Labussière E. Chapter 1: Deriving heat production from gaseous exchange: validity of the approach. Indirect calorimetry. Wageningen, The Netherlands: Wageningen Academic Publishers; 2015. 19–34. https://doi.org/10.3920/978-90-8686-809-4
18. Liu W, Cai H, Yan H, Liu G, Zhang X, Yang H. Effects of body weight on total heat production and fasting heat production in net energy evaluation of broilers. Chin J Anim Nutr 2014; 26:2118–25.

19. Kuenzel WJ, Kuenzel NT. Basal metabolic rate in growing chicks Gallus domesticus. Poult Sci 1977; 56:619–27. https://doi.org/10.3382/ps.0560619
crossref pmid
20. Liu W, Liu GH, Liao RB, et al. Apparent metabolizable and net energy values of corn and soybean meal for broiler breeding cocks. Poult Sci 2017; 96:135–43. https://doi.org/10.3382/ps/pew195
crossref pmid
21. Horn AG, Leonard ML, Weary DM. Oxygen consumption during crowing by roosters: talk is cheap. Anim Behav 1995; 50:1171–5. https://doi.org/10.1016/0003-3472(95)80033-6
22. Green JA, Halsey LG, Wilson RP, Frappell PB. Estimating energy expenditure of animals using the accelerometry technique: activity, inactivity and comparison with the heart-rate technique. J Exp Biol 2009; 212:471–82. https://doi.org/10.1242/jeb.026377
crossref pmid
23. Tickle PG, Hutchinson JR, Codd JR. Energy allocation and behaviour in the growing broiler chicken. Sci Rep 2018; 8:4562 https://doi.org/10.1038/s41598-018-22604-2
crossref pmid pmc
24. McLeod MG, Jewitt TR. Circadian variation in the heat production rate of the domestic fowl, Gallus domesticus: Effects of limiting feeding to a single daily meal. Comp Biochem Physiol A Physiol 1984; 78:687–90. https://doi.org/10.1016/0300-9629(84)90617-0
25. Rabello CBV, Sakomura NK, Longo FA, Couto HP, Pacheco CR, Fernandes JBK. Modelling energy utilisation in broiler breeder hens. Br Poult Sci 2006; 47:622–31. https://doi.org/10.1080/00071660600963628
crossref pmid
26. van Milgen J, Noblet J, Carré B, Juin H. Utilisation of metabolisable energy in broilers. Poult Sci 2001; 80:S1170 https://doi.org/10.1093/ps/84.7.1069
27. Zubair AK, Leeson S. Effect of early feed restriction and realimentation on heat production and changes in sizes of digestive organs of male broilers. Poult Sci 1994; 73:529–38. https://doi.org/10.3382/ps.0730529
crossref pmid
28. Johnson RJ, Farrell DJ. Relationship between starvation heat production and body size in the domestic fowl. Br Poult Sci 1985; 26:513–7. https://doi.org/10.1080/00071668508416842
crossref pmid
29. Rivera-Torres V, Noblet J, Dubois S, van Milgen J. Energy partitioning in male growing turkeys. Poult Sci 2010; 89:530–8. https://doi.org/10.3382/ps.2009-00353
crossref pmid

Editorial Office
Asian-Australasian Association of Animal Production Societies(AAAP)
Room 708 Sammo Sporex, 23, Sillim-ro 59-gil, Gwanak-gu, Seoul 08776, Korea   
TEL : +82-2-888-6558    FAX : +82-2-888-6559   
E-mail : editor@animbiosci.org               

Copyright © 2024 by Asian-Australasian Association of Animal Production Societies.

Developed in M2PI

Close layer
prev next