Short-term feeding behavior is conventionally analysed using random process
models. The assumption underlying these models have recently been question
ed and this article describes the application of both random, and more biol
ogically based, models to the feeding behavior of pigs. Feeder visits of 16
growing pigs, housed individually from 17 to 52 kg live weight, were recor
ded electronically over a continuous period of 35 days. Daily food intake i
ncreased linearly with time, but there was considerable individuality in th
e degree of order. Pigs made between 18.8 and 80.3 (mean 47.9) daily visits
to the feeder. Intervals between visits could be described by two log-norm
al distributions. Two Gaussian density functions were fitted to the distrib
ution of the log-transformed intervals. For the combined data from all anim
als the within- and between-meal intervals were 11.2 s and 100.1 min, respe
ctively. A model with three Gaussian functions gave an improved fit to the
interval distribution. The within and between meal intervals were then esti
mated to be 4.2 s and 93.9 min, respectively. The middle distribution of in
tervals ranged from 0.5 to 38.1 min. The intervals were also described by r
andom process models; again, a three-process model gave an improved fit com
pared to a two-process model. The mean estimated number of meals per day fr
om the three Gaussian model was 14.3, and from the three process random mod
el, 16.3. A biological interpretation of the three types of interval sugges
ts that: (1) pigs eat in meals separated by long intervals; (2) meals consi
st of clusters of eating bouts separated by shorter intervals, sometimes as
sociated with drinking; (3) within each eating bout short intervals occur a
s pigs constantly move in and out of the feeder. It remains unclear what un
derlies the observed patterns of eating. (C) 2000 Elsevier Science Inc. All
rights reserved.