Bayesian analysis of energy balance data from growing cattle using parametric and non-parametric modelling
Animal Production Science
Linear and non-linear models have been extensively utilised for the estimation of net and metabolisable energy requirements and for the estimation of the efficiencies of utilising dietary energy for maintenance and tissue gain. In growing animals, biological principles imply that energy retention rate is non-linearly related to the energy intake level because successive increments in energy intake above maintenance result in diminishing returns for tissue energy accretion. Heat production in
... at production in growing cattle has been traditionally described by logarithmic regression and exponential models. The objective of the present study was to develop Bayesian models of energy retention and heat production in growing cattle using parametric and non-parametric techniques. Parametric models were used to represent models traditionally employed to describe energy use in growing steers and heifers whereas the non-parametric approach was introduced to describe energy utilisation while accounting for non-linearities without specifying a particular functional form. The Bayesian framework was used to incorporate prior knowledge of bioenergetics on tissue retention and heat production and to estimate net and metabolisable energy requirements (NE M and ME M , respectively), and the partial efficiencies of utilising dietary metabolisable energy for maintenance (k m ) and tissue energy gain (k g ). The database used for the study consisted of 719 records of indirect calorimetry on steers and non-pregnant, non-lactating heifers. The NE M was substantially larger in energy retention models (ranged from 0.40 to 0.50 MJ/kg BW 0.75 .day) than were NE M estimates from heat-production models (ranged from 0.29 to 0.49 MJ/kg BW 0.75 .day). Similarly, k m was also larger in energy retention models than in heat production models. These differences are explained by the nature of y-intercepts (NE M ) in these two models. Energy retention models estimate fasting catabolism as the y-intercept, while heat production models estimate fasting heat production. Conversely, ME M was virtually identical in all models and approximately equal to 0.53 MJ/kg BW 0.75 .day in this database.