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First published online December 14, 2006
Journal of Experimental Biology 210, 97-106 (2007)
Published by The Company of Biologists 2007
doi: 10.1242/jeb.02615
Phenotypic flexibility in the basal metabolic rate of laughing doves: responses to short-term thermal acclimation
1 DST/NRF Centre of Excellence at the Percy FitzPatrick Institute,
University of KwaZulu-Natal, Private Bag X01, Scottsville, 3209, South
Africa
2 School of Animal, Plant and Environmental Sciences, University of the
Witwatersrand, Private Bag 3, Wits, 2050, South Africa, University of
KwaZulu-Natal, Private Bag X01, Scottsville, 3209, South Africa
3 School of Biological and Conservation Sciences, University of
KwaZulu-Natal, Private Bag X01, Scottsville, 3209, South Africa
* Author for correspondence (e-mail: mckechnie{at}gecko.wits.ac.za)
Accepted 24 October 2006
| Summary |
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Key words: acclimation, basal metabolic rate, phenotypic flexibility, thermoregulation, repeatability
| Introduction |
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Laboratory studies of avian metabolic adjustments associated with
short-term thermal acclimation have generally involved comparisons of BMR
among experimental groups following acclimation to one of two air temperatures
(Ta) (Klaassen et al.,
2004
; Tieleman et al.,
2003b
; Williams and Tieleman,
2000
). These studies have convincingly demonstrated that several
species rapidly adjust the lower limit of metabolic heat production in
response to changing thermoregulatory demands, but have not provided any
insight into the shapes of BMR reaction norms [(sensu
Schlichting and Pigliucci,
1998
), i.e. the shape of BMR vs acclimation
Ta curves]. Moreover, since these experiments involved
each experimental bird being acclimated to only one air temperature, they do
not reveal the extent to which the direction of these metabolic adjustments is
reversible.
In order to be operated on by natural selection, traits must be consistent
within individuals (i.e. repeatable) and heritable
(Falconer and Mackay, 1996
).
Although several authors have argued for adaptation in avian BMR
(Broggi et al., 2005
;
Tieleman and Williams, 2000
;
Tieleman et al., 2003a
;
Wikelski et al., 2003
), the
extent to which avian BMR is repeatable within individuals over various time
scales has received only limited attention
(Bech et al., 1999
;
Hõrak et al., 2002
;
Rønning et al., 2005
;
Tieleman et al., 2003b
;
Vézina and Williams,
2005
). In view of the importance of phenotypic plasticity as a
potential contributor to observed interspecific variation in avian BMR
(McKechnie et al., 2006
;
Tieleman et al., 2003b
), a
better understanding is needed of the interactions between various sources of
phenotypic variation in BMR. Specifically, do intraspecific slow-fast BMR
continua persist during metabolic adjustments associated with acclimation? In
other words, do individuals that exhibit high BMR relative to other members of
an experimental population before thermal acclimation maintain their
relatively high BMR following acclimation to a new thermal environment? If
they do, it would indicate that BMR is potentially a heritable trait that is
subject to selection, despite the fact that BMR is variable within individuals
and fluctuates over time. There is only one study of which we aware that
reported repeatability values for avian BMR during acclimation
(Tieleman et al., 2003b
).
In this study, we addressed three questions concerning phenotypic
flexibility in avian BMR. First, what is the shape of the BMR reaction norm in
birds acclimated to more than two air temperatures? Second, to what extent is
the direction of BMR adjustments in response to short-term thermal acclimation
reversible within individuals? Third, does BMR exhibit significant
repeatability during phenotypic adjustments in response to short-term thermal
acclimation? We answered these questions using laughing doves Streptopelia
senegalensis, medium-sized (ca. 95 g) columbids that occur thoughout
sub-Saharan Africa and are absent only from true deserts
(Hockey et al., 2005
).
| Materials and methods |
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After ca. 28 days, 30 of the doves were transferred to three indoor constant environment rooms (10 doves per room), in which Ta was maintained at 10±2°C, 22±2°C and 35±2°C, respectively. Photoperiods approximately matching the prevailing conditions outdoors were maintained in the rooms. During their time indoors, each dove was housed in an individual cage (40 cm widex40 cm highx50 cm long), with water, wild birdseed and grit available ad libitum. Birds were housed in the cages until the end of experiments.
Oxygen consumption and body temperature measurements
Metabolic rate (MR) was measured indirectly as rate of oxygen consumption
(
) in an open
flow-through respirometry system. Each bird was weighed to two decimal places
and placed into a 3.96 l clear Perspex respirometry chamber (22 cm
highx15 cm longx12 cm wide). Up to five respirometry chambers were
placed into a 1 m3 soundproof temperaturecontrolled cabinet, with
an identical photoperiod to that experienced by the doves in the rooms where
they were housed.
was measured in
each bird either from ca. 17:00 h to 23:30 h, or from ca. 23:30 h to 06:30 h
the following morning, with all measurements made during the experimental
scotophase.
was measured
in an open flow-through system (McKechnie
and Lovegrove, 2001
), with the fractional O2
concentration of subsampled air measured using an oxygen analyzer (model
S-3A/1, Ametek, Pittsburgh, PA, USA). Before the commencement of measurements,
the mass flow meters (Brooks thermal model 5810, Hatfield, PA, USA) that
measured the flow rate of excurrent air from each chamber were calibrated to
90% of full scale with a soap bubble flow meter
(Baker and Pouchot, 1983
).
During measurements, dried atmospheric air was drawn through the chambers at
750±190 ml min-1, resulting in <1% O2
depletion between incurrent and excurrent airflow and 99% equilibrium times of
approximately 24 min (Lasiewski et al.,
1966
).
was calculated
using equation 3a in Withers (Withers,
1977
), and all volumes corrected to STP.
Cloacal body temperature (Tb) was recorded within 30 s of removing each bird from the respirometry system. A fine gauge Cu-Cn thermocouple was inserted approximately 1.5 cm into each bird's cloaca, at which depth a slight withdrawal did not result in a decrease in the Tb reading. If a reliable Tb estimate was not obtained within 30 s of removing each bird, a Tb datum for that bird was not included in the analyses. As a result, sample sizes for Tb, and hence minimum thermal conductance (see below), were smaller than those for BMR and Mb.
Experimental protocol
Determination of the lower critical limit of thermoneutrality
To determine the lower critical limit of thermoneutrality
(Tlc) and thermoneutral zone (TNZ), and to ensure that all
BMR estimates were made at thermoneutral Ta,
was measured at
0°C<Ta<32°C. During the
measurements,
the doves experienced a ramped Ta profile (warm to cold),
and spent a minimum of 2 h at 0, 5, 10, 15, 20, 24, 28 and 32°C. The birds
experienced no more than four Ta values and a maximum of
12 h in the respirometry chambers on any given night.
The mean of the three lowest
measurements
(sampling interval=6 min) from the last hour at each Ta
was used to calculate resting MR (metabolic rate of a resting, post-absorptive
bird at Ta<Tlc). The data for each
bird were subjectively examined, and a least-squares linear regression model
fitted to MR at Ta values below the approximate
Tlc. The actual Tlc was then
calculated as the intercept of the linear regression and the minimum MR
recorded at any Ta for each individual.
Acclimation I and II experiments
Before the 30 experimental birds were transferred from the outdoor aviaries
into the indoor constant environment rooms, Tlc was
estimated for 15 additional doves as described above. The 30 experimental
birds were then randomly split into three groups of 10 individuals each, and
each bird's BMR was measured (hereafter referred to as initial BMR) before it
was transferred into one of the constant environment rooms (10, 22 or
35°C; Fig. 1). After
acclimating to the conditions in the rooms for 21 days, the
Tlc of the 10 birds at each acclimation air temperature
(Tacc) was re-determined, and their BMR measured
(hereafter referred to as acclimation I BMR). During the
Tlc re-determination, each bird spent a maximum of two
12-h periods out of the constant environment room where it was housed. BMR was
measured in a separate set of measurements at the end of the acclimation I
period. Following the measurement of acclimation I BMR, the ten birds in each
constant environment room were randomly split into two groups of five birds
each, and transferred into the other two rooms. For instance, of the 10 birds
acclimated to Tacc=10°C, five were moved to the
22°C room, and five were moved to the 35°C room
(Fig. 1). The birds were then
acclimated to the new thermal conditions before their Tlc
was re-determined, and their BMR estimated for a third time (hereafter
referred to as acclimation II BMR; Fig.
1). Following the acclimation II measurements, the birds were
released at the site of capture.
|
was measured
over a Ta range of 3°C (±1.5°C on either
side of the previously determined Tlc), in order to ensure
that the lowest
for each individual did indeed represent basal levels. The birds experienced
each Ta for at least 2 h, with the mean of the three
lowest consecutive
measurements at
any one of the three Ta values used to estimate BMR. All
BMR estimates were made in birds that could reasonably be considered to be
postabsorptive, on the basis of the time elapsed since food was available (4-6
h) (but see Laurila et al.,
2003
Data analysis
All
data
were subjectively examined, and non-steady state data were excluded from the
analyses. Oxygen consumption was converted to metabolic rate (W), using a
conversion factor of 20.083 J ml O2-1
(Schmidt-Nielsen, 1990
).
Assuming that only carbohydrates and lipids were metabolized, the maximum
potential error in MR calculated using this approach is 6%
(Walsberg and Wolf, 1995
) (but
see Walsberg and Hoffman,
2005
). Minimum wet thermal conductance (Cmin,
mW g-1 °C-1, i.e. conductance at
Ta
Tlc and including evaporative
heat loss) was calculated as
Cmin=MR/(Tb-Ta)
(Schmidt-Nielsen, 1990
). To
ensure that estimated conductance was truly minimal, Cmin
for each bird was calculated using
and
Tb data recorded at Ta slightly
(1-3°C) below the Tlc.
The Mb-dependence of BMR was assessed by plotting BMR
vs Mb and fitting a least-squares linear regression model
to the data for each of the three BMR measurements (initial, acclimation I and
acclimation II) in each of three groups (Tacc=10, 22 and
35°C). Since BMR was significantly related to Mb in
only one of nine instances (see Results), we used analyses of variance (ANOVA)
to compare BMR within and among groups. The experimental design precluded the
use of a single analysis of the entire data set, since there were three
experimental groups for the initial and acclimation I phases, but effectively
six for the acclimation II phase, reflecting the fact that each group of 10
birds was split into two groups of five each for the acclimation II phase, and
there were thus six sequences of TaccI and
TaccII (i.e. 35
10°C, 35
22°C,
22
35°C, 22
10°C, 10
35°C, 10
22°C).
Hence, we carried out two analyses. In the first, we tested for experimental
effects during the initial and acclimation I phases, using repeated measures
ANOVA (RM-ANOVA) with phase (initial or acclimation I) as the independent
variable to compare dependent variables (Mb,
Tb, Cmin or BMR) within groups between
the two phases, and ANOVA with group (TaccI=10°C,
22°C or 35°C) as the independent variable to compare dependent
variables among groups following the acclimation I period. The second analysis
we carried out first tested for effects of acclimation history within groups
following the acclimation II period. The unbalanced experimental design
precluded an ANOVA of the acclimation II data with TaccII
and acclimation history as independent variables. To assess whether the
acclimation history of an individual affected BMR following acclimation period
II, we tested for an effect of acclimation history within each of the three
TaccII groups using TaccI as the
independent variable. For instance, within the
TaccII=10°C group we compared the BMR of the five
individuals for which TaccI=35°C to that of the five
individuals for which TaccI=22°C. Since we could
detect no effect of acclimation history within any of the three
TaccII groups, we then compared pooled acclimation II data
(i.e. irrespective of the acclimation histories of individuals) to acclimation
I data using RM-ANOVA with phase (acclimation I or acclimation II) as the
independent variable, and used ANOVA with group
(TaccII=10°C, 22°C or 35°C) as the independent
variable to compare dependent variables among groups following the acclimation
II period. In the case of variables other than BMR, we do not report all
nonsignificant effects. Post-hoc Tukey HSD tests for multiple
comparisons were used to identify significant differences within and among
groups. All analyses were carried out following Zar
(Zar, 1999
). Unless otherwise
stated, values are presented as mean ± 95% confidence interval (CI).
When fitting regression models to BMR data, we identified the model that
provided the best fit by comparing r2 values for linear
regressions of observed vs predicted values among models
(Song et al., 1997
).
We calculated repeatability (r) for BMR from ANOVA variance
components (Lessells and Boag,
1987
). To account for the effects of acclimation and
Tacc, we adopted the approach of Tieleman et al.
(Tieleman et al., 2003b
), and
used the mean squares derived from a one-way ANOVA with BMR as the dependent
variable and phase, Tacc and individual as fixed
variables. The standard error of BMR repeatability was calculated
(Becker, 1984
). Since the BMR
repeatability calculated as described above could potentially have been
confounded by the various combinations of TaccI and
TaccII experienced by the doves, we also calculated BMR
repeatability for each of the six groups of five birds each that experienced a
unique combination of TaccI and
TaccII.
| Results |
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Body temperature
During the initial measurements, the mean Tb of the
three experimental groups was 38.2±0.3°C (N=23). There
were significant changes in Tb following acclimation I
(RM-ANOVA, F1,44=23.19, P<0.005;
Table 1), with
Tb increasing in the Tacc=10°C and
22°C groups (Table 1).
Among-group variation in Tb following acclimation I,
however, was not significant (ANOVA, F2,24=3.277,
P=0.055). Following the acclimation II period, Tb
did not vary with acclimation history within any of the three
TaccII groups (Tables
1,
2), nor did pooled data vary
among the TaccII groups (ANOVA,
F2,22=0.240, P=0.791;
Table 1).
Basal metabolic rate
With the exception of the initial BMR of the ten doves acclimated to
Tacc=10°C, there was no consistent significant
relationship between BMR and Mb
(Fig. 2), irrespective of
whether or not these data were log10-transformed. The initial BMR
of the three experimental groups averaged 0.760±0.036 W
(N=30). BMR decreased significantly during the acclimation I period
in all three groups (RM-ANOVA, TaccI=10°C:
F1,18=4.662, P=0.045;
TaccI=22°C: F1,18=19.371,
P<0.005; TaccI=35°C:
F1,18=25.191, P<0.005;
Table 1). The reduction in BMR
was greatest in the birds acclimated to TaccI=35°C
(26.2±8.0%), smallest in the birds acclimated to
TaccI=10°C (16.2±5.1%), and intermediate in the
birds acclimated to TaccI=22°C (20.3±6.2%)
(Fig. 3). Following acclimation
I, BMR varied significantly with Tacc (ANOVA,
F2,27=6.540, P=0.005;
Table 1), with the BMR of the
TaccI=10°C group significantly higher than that of the
TaccI=35°C group
(Fig. 3). Following the
acclimation II period, BMR did not vary with acclimation history within any of
the three TaccII groups (Tables
1,
2). The acclimation II phase
led to similar among-group variation, with BMR again being negatively and
linearly related to Tacc (Figs
3,
4). Pooled BMR data varied
significantly among the three TaccII groups (ANOVA,
F2,27=4.528, P=0.020;
Table 1), and comparisons of
BMR between acclimation I groups and pooled acclimation II groups did not
reveal any significant effect of phase (RM-ANOVA,
Tacc=10°C: F1,18=0.010,
P=0.922; Tacc=22°C:
F1,18=0.171, P=0.685;
Tacc=35°C: F1,18=0.135,
P=0.718; Table 1). The
slope of the relationship between BMR and Tacc following
acclimation I was statistically indistinguishable from that following
acclimation II (Fig. 4). During
acclimation II, the magnitude of adjustments in BMR within individuals was
negatively related to the change in Tacc
(Fig. 5). BMR exhibited low but
significant repeatability during the course of the experiments, with
r=0.113±0.188 (± s.e.m.;
F29,89=2.268, P=0.004). The low overall
repeatability did not appear to be affected by the various combinations of
TaccI and TaccII experienced by
different groups: only in one of the six groups of five birds
(22
35°C) was BMR significantly repeatable
(r=0.286±0.242).
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| Discussion |
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|
Whereas previous studies involved the acclimation of birds to two
Tacc values, we acclimated laughing doves to three
Tacc values. Over
10°C
Tacc
35°C, the BMR reaction norm was
approximately linear (Fig. 4).
Moreover, BMR adjustments were reversible, with the doves exhibiting similar
BMR vs Tacc curves after acclimation I and II,
respectively (Fig. 4). These
data reveal that the metabolic adjustments made by laughing doves in response
to changes in thermoregulatory demands are reversible over short time scales.
Upregulation of BMR may be an important component of improved cold tolerance
in many small birds (Swanson, in press), and numerous studies have documented
shifts in avian BMR associated with seasonal acclimatization
(Liknes et al., 2002
;
Liknes and Swanson, 1996
;
Maddocks and Geiser, 2000
;
O'Conner, 1995
;
Saarela and Hohtola, 2003
;
Swanson, 1990
;
Swanson, 1991
;
West, 1972
). Similarly, many
mammals adjust BMR seasonally, with the magnitude, direction and functional
significance of metabolic adjustments varying across Mb
classes (Lovegrove, 2005
).
However, the temporal dynamics of seasonal shifts in BMR have not been
investigated.
Changes in BMR can result from adjustments in body composition and/or the
metabolic intensity of specific tissues (Swanson, in press). In many cases,
upregulation of avian BMR associated with premigratory adjustments or
enhancements in cold tolerance occurs primarily through changes in the masses
of central organs, such as the heart, liver and digestive organs (reviewed in
Swanson, in press). The `energy demand' hypothesis predicts that the masses of
the major organs responsible for energy supply are adjusted in response to
changes in energy demand, and is supported by data for several species of
larks acclimated to warm or cold Tacc
(Tieleman et al., 2003b
;
Williams and Tieleman, 2000
).
However, increases in the oxidative capacity of skeletal muscles are common
during cold acclimation/acclimatization, and may contribute to increased BMR.
For instance, pectoralis muscle in coldacclimated rock doves Columba
livia exhibited several ultrastructural changes correlated with enhanced
shivering capacity, including reduced fiber cross-sectional area, increased
capillary density, and increased mitochondrial density
(Mathieu-Costello et al.,
1998
). In laughing doves, pectoralis muscles comprise
10.9±0.33% of total wet Mb (K.C., A.E.M. and B.G.L,
unpublished data). In one of the few studies of the importance of improved
shivering thermogenesis via enhancements in oxidative capacity on
BMR, a significant correlation was observed between the mass of breast muscles
and BMR as well as maximum oxygen consumption in house sparrows Passer
domesticus (Chappell et al.,
1999
). On an interspecific basis, Msum and BMR
are correlated in birds (Rezende et al.,
2002
).
An unexpected observation in our study was that the BMR of all three
experimental groups decreased following the initial BMR measurements. One
possible explanation is that the birds were less stressed during the
acclimation I and II measurements, having greater familiarity with the
respirometry chambers than during the initial measurements. However, in a
separate experiment, BMR was repeatedly measured in each individual every 4-5
days following initial measurements, and the differences between initial and
acclimated BMR estimates were not significantly different to those reported
here (K.C., A.E.M. and B.G.L., unpublished data). An alternative explanation
for the initial decreases in BMR, which we consider more likely, concerns the
probable contribution of flight muscle maintenance to avian BMR. Since the
activity levels of the doves were much lower in the individual cages they were
housed in following the initial measurements (which were too small to permit
flight) than in the outdoor aviaries, we speculate that the decreases in BMR
observed in all three groups reflect reductions in the mass and/or metabolic
intensity of their flight muscles. In rock doves, pectoral muscle mass was
higher in sedentary birds housed in small cages than in active birds housed in
aviaries large enough to permit flight, but the oxidative capacity of pectoral
muscles (total and mass-specific cytochrome c oxidase activities) was
significantly greater in the active birds
(Saarela and Hohtola, 2003
).
Metabolic and thermal responses to seasonal acclimatization occurred
independently of metabolic adjustments associated with activity vs
inactivity (Saarela and Hohtola,
2003
).
Several authors have reported significant and high repeatability values for
avian BMR (Bech et al., 1999
;
Hõrak et al., 2002
;
Rønning et al., 2005
;
Tieleman et al., 2003b
;
Vézina and Williams,
2005
), suggesting that BMR may indeed be subject to direct
selection if evolutionary adjustments in normothermic minimum maintenance
metabolism affect inclusive fitness. Although the repeatability we observed
for laughing dove BMR during short-term thermal acclimation is lower than most
of the values reported in previous studies, it nevertheless reveals that
intraspecific slow-fast metabolic continua partially persist during BMR
adjustments during thermal acclimation. This finding is consistent with the
significant repeatabilities for BMR in three out of five species of larks
(Alaudidae) acclimated under laboratory conditions
(Tieleman et al., 2003b
).
Phenotypic plasticity in avian BMR: implications for comparative analyses
The available data support the view that phenotypic plasticity is a general
property of avian metabolic systems
(Klaassen et al., 2004
).
Phenotypic plasticity in avian BMR has far-reaching implications for
comparative analyses and the inference of adaptation
(McKechnie et al., 2006
;
Williams and Tieleman, 2000
).
In the present study, the BMR of laughing doves varied from 78% (acclimation
I, Tacc=35°C group) to 112% (initial,
Tacc=22°C group) of the value expected on the basis of
McKechnie et al.'s allometric equation for wild-caught birds
(McKechnie et al., 2006
).
Similarly, the BMR of Hoopoe larks varied from 63% to 101% of the predicted
value, depending on acclimation state
(Williams and Tieleman, 2000
).
Hence, the conclusions that would be drawn from comparisons of observed and
predicted BMR values are strongly dependent on the thermal conditions
preceding acclimation (Williams and
Tieleman, 2000
).
Adaptation in avian BMR, and possibly other endotherm physiological traits,
cannot be reliably inferred from interspecific comparisons unless phenotypic
plasticity is carefully controlled for (e.g.
Mueller and Diamond, 2001
;
Wikelski et al., 2003
). In
studies correlating physiological variation with environmental factors such as
temperature and habitat aridity
(Lovegrove, 2000
;
Schleucher and Withers, 2002
;
Tieleman and Williams, 2000
;
Williams, 1996
), or organismal
traits such as diet (McNab,
1986
; McNab, 1988
;
Schleucher and Withers, 2002
),
variation remaining after Mb and phylogeny are accounted
for represents some combination of adaptation and phenotypic plasticity, and
cannot be assumed to represent adaptation only. A related issue concerns the
ways in which phenotypic plasticity influences the outcomes of statistical
procedures for detecting and controlling for phylogenetic non-independence of
data. Statistical procedures for detecting phylogenetic signal, most notably
the parameters K (Blomberg et al.,
2003
) and
(Freckleton
et al., 2002
; Pagel,
1999
), as well as widely used approaches to controlling for
phylogenetic effects, namely independent contrasts
(Felsenstein, 1985
;
Garland et al., 1992
),
PI-ANCOVA (Garland et al.,
1993
; Garland and Ives,
2000
) and generalized least squares
(Freckleton et al., 2002
;
Martins and Hansen, 1997
;
Pagel, 1994
;
Pagel, 1999
), implicitly
assume that the trait value(s) for each tip in a phylogeny is a fixed,
taxon-specific value. In the case of avian BMR, the reality is that the datum
for each tip can vary substantially depending on acclimation and/or
acclimatization prior to metabolic measurements. Liknes and Swanson, for
instance, reported seasonal adjustments of ca. 50% between summer and winter
in white-breasted nuthatches Sitta carolinensis
(Liknes and Swanson, 1996
),
whereas Piersma et al. reported seasonal BMR differences of 110% in captive
red knots Calidris canutus
(Piersma et al., 1995
). The
magnitudes of such phenotypic adjustments in BMR raise questions about their
influence in analyses where the strength of a phylogenetic signal is inferred
from tip BMR data and/or phylogenetic non-independence is corrected for by
manipulating such data. Although multiple approaches to detecting phylogenetic
signals and accounting for phylogeny have been developed in the last two
decades, and have been widely employed in comparative analyses of
physiological data, phenotypic plasticity in traits such as avian BMR
significantly complicates such analyses. Partitioning physiological variation
into phylogenetic inertia, adaptation and phenotypic plasticity presents a
significant emerging challenge to evolutionary and ecological
physiologists.

| Acknowledgments |
|---|
| References |
|---|
|
|
|---|
Baker, W. C. and Pouchot, J. F. (1983). The measurement of gas flow. Part II. J. Air Pollut. Control Assoc. 33,156 -162.[Medline]
Battley, P. F., Dekinga, A., Dietz, M. W., Piersma, T., Tang, S. and Hulsman, K. (2001). Basal metabolic rate declines during long-distance migratory flight in great knots. Condor 103,838 -845.[CrossRef]
Bech, C., Langseth, I. and Gabrielsen, G. W.
(1999). Repeatability of basal metabolism in breeding female
kittiwakes Rissa tridactyla. Proc. R. Soc. Lond. B Biol.
Sci. 266,2161
-2167.
Becker, W. A. (1984). A Manual of Quantitative Genetics. Pullman, WA: Academic Enterprises.
Blomberg, S. P., Garland, T. and Ives, A. R. (2003). Testing for phylogenetic signal in comparative data: behavioral traits are more labile. Evolution 57,717 -745.[CrossRef][Medline]
Broggi, J., Hohtola, E., Orell, M. and Nilsson, J.-Å. (2005). Local adaptation to winter conditions in a passerine spreading north: a common-garden approach. Evolution 59,1600 -1603.[CrossRef][Medline]
Chappell, M. A., Bech, C. and Buttemer, W. A. (1999). The relationship of central and peripheral organ masses to aerobic performance variation in house sparrows. J. Exp. Biol. 202,2269 -2279.[Abstract]
Falconer, D. S. and Mackay, T. F. C. (1996). Introduction to Quantitative Genetics. New York: Longman.
Felsenstein, J. (1985). Phylogenies and the comparative method. Am. Nat. 125, 1-15.
Freckleton, R. P., Harvey, P. H. and Pagel, M. (2002). Phylogenetic analysis and comparative data: a test and review of evidence. Am. Nat. 160,712 -726.[CrossRef][Medline]
Garland, T. and Ives, A. R. (2000). Using the past to predict the present: confidence intervals for regression equations in phylogenetic comparative methods. Am. Nat. 155,346 -364.
Garland, T., Harvey, P. H. and Ives, A. R. (1992). Procedures for the analysis of comparative data using phylogenetically independent contrasts. Syst. Biol. 41, 18-32.[CrossRef]
Garland, T., Dickerman, A. W., Janis, C. M. and Jones, J. A. (1993). Phylogenetic analysis of covariance by computer simulation. Syst. Biol. 42,265 -292.[CrossRef]
Hockey, P. A. R., Dean, W. R. J. and Ryan, P. G. (2005). Roberts Birds of Southern Africa. 7th edition. Cape Town: John Voelcker Bird Book Fund.
Hõrak, P., Saks, L., Ots, I. and Kollist, H. (2002). Repeatability of condition indices in captive greenfinches (Carduelis chloris). Can. J. Zool. 80,636 -643.[CrossRef]
Klaassen, M., Oltrogge, M. and Trost, L. (2004). Basal metabolic rate, food intake, and body mass in cold- and warm-acclimated garden warblers. Comp. Biochem. Physiol. 137A,639 -647.[CrossRef]
Lasiewski, R. C., Acosta, A. L. and Bernstein, M. H. (1966). Evaporative water loss in birds. I. Characteristics of the open flow method of determination, and their relation to estimates of thermoregulatory ability. Comp. Biochem. Physiol. 19,445 -457.[Medline]
Laurila, M., Hohtola, E., Saarela, S. and Rashotte, M. E. (2003). Adaptive timing of digestion and digestion-related thermogenesis in the pigeon. Physiol. Behav. 78,441 -448.[CrossRef][Medline]
Lessells, C. M. and Boag, P. T. (1987). Unrepeatable repeatabilities: a common mistake. Auk 104,116 -121.
Liknes, E. T. and Swanson, D. L. (1996). Seasonal variation in cold tolerance, basal metabolic rate, and maximal capacity for thermogenesis in white-breasted nuthatches Sitta carolensis and downy woodpeckers Picoides pubescens, two unrelated arboreal temperate residents. J. Avian Biol. 27,279 -288.
Liknes, E. T., Scott, S. M. and Swanson, D. L. (2002). Seasonal acclimatization in the American goldfinch revisited: to what extent do metabolic rates vary seasonally? Condor 104,548 -557.[CrossRef]
Lindström, Å. and Klaassen, M. (2003). High basal metabolic rates of shorebirds while in the Arctic: a circumpolar view. Condor 105,420 -427.[CrossRef]
Lovegrove, B. G. (2000). The zoogeography of mammalian basal metabolic rate. Am. Nat. 156,201 -219.
Lovegrove, B. G. (2005). Seasonal thermoregulatory responses in mammals. J. Comp. Physiol. B 175,231 -247.[CrossRef][Medline]
Maddocks, T. A. and Geiser, F. (2000). Seasonal variations in thermal energetics of Australian silvereyes (Zosterops lateralis). J. Zool. Lond. 252,327 -333.[CrossRef]
Martins, E. P. and Hansen, T. F. (1997). Phylogenies and the comparative method: a general approach to incorporating phylogenetic information into the analysis of interspecific data. Am. Nat. 149,646 -667.[CrossRef]
Mathieu-Costello, O., Agey, P. J., Quintana, E. S., Rousey, K., Wu, L. and Bernstein, M. H. (1998). Fiber capillarization and ultrastructure of pigeon pectoralis muscle after cold acclimation. J. Exp. Biol. 201,3211 -3220.[Abstract]
McKechnie, A. E. and Lovegrove, B. G. (2001). Thermoregulation and the energetic significance of clustering behavior in the white-backed mousebird (Colius colius). Physiol. Biochem. Zool. 74,238 -249.[CrossRef][Medline]
McKechnie, A. E., Freckleton, R. P. and Jetz, W. (2006). Phenotypic plasticity in the scaling of avian basal metabolic rate. Proc. R. Soc. Lond. B Biol. Sci. 273,931 -937.[Medline]
McNab, B. K. (1986). The influence of food habits on the energetics of eutherian mammals. Ecol. Monogr. 56,1 -19.[CrossRef]
McNab, B. K. (1988). Food habits and the basal rate of metabolism in birds. Oecologia 77,343 -349.[CrossRef]
Mueller, P. and Diamond, J. (2001). Metabolic
rate and environmental productivity: well-provisioned animals evolved to run
and idle fast. Proc. Natl. Acad. Sci. USA
98,12550
-12554.
O'Conner, T. P. (1995). Metabolic characteristics and body composition in house finches: effects of seasonal acclimatization. J. Comp. Physiol. B 165,298 -305.
Pagel, M. (1994). Detecting correlated
evolution on phylogenies: a general method for the comparative analysis of
discrete characters. Proc. R. Soc. Lond. B Biol. Sci.
255, 37-45.
Pagel, M. (1999). Inferring the historical patterns of biological evolution. Nature 401,877 -884.[CrossRef]
Piersma, T. and Drent, J. (2003). Phenotypic flexibility and the evolution of organismal design. Trends Ecol. Evol. 18,228 -233.[CrossRef]
Piersma, T., Cadée, N. and Daan, S. (1995). Seasonality in basal metabolic rate and thermal conductance in a long distance migrant shorebird, the knot (Calidris canutus). J. Comp. Physiol. 165, 37-45.
Rezende, E. L., Swanson, D. L., Novoa, F. F. and Bozinovic,
F. (2002). Passerines versus nonpasserines: so far,
no statistical differences in the scaling of avian energetics. J.
Exp. Biol. 205,101
-107.
Rønning, B., Moe, B. and Bech, C.
(2005). Long-term repeatability makes basal metabolic rate a
likely heritable trait in the zebra finch Taeniopygia guttata.
J. Exp. Biol. 208,4663
-4669.
Saarela, S. and Hohtola, E. (2003). Seasonal thermal acclimatization in sedentary and active pigeons. Isr. J. Zool. 49,185 -193.[CrossRef]
Schleucher, E. and Withers, P. C. (2002). Metabolic and thermal physiology of doves and pigeons. Physiol. Biochem. Zool. 75,439 -450.[CrossRef][Medline]
Schlichting, C. D. and Pigliucci, M. (1998). Phenotypic Evolution: A Reaction Norm Perspective. Sunderland, MA: Sinauer Associates.
Schmidt-Nielsen, K. (1990). Animal Physiology: Adaptation and Environment. Cambridge: Cambridge University Press.
Song, X., Körtner, G. and Geiser, F. (1997). Thermal relations of metabolic rate reduction in a hibernating marsupial. Am. J. Physiol. 273,R2097 -R2104.
Swanson, D. L. (1990). Seasonal variation in cold hardiness and peak rates of cold-induced thermogenesis in the dark-eyed junco (Junco hyemalis). Auk 107,561 -566.
Swanson, D. L. (1991). Seasonal adjustments in metabolism and insulation in the Dark-eyed Junco. Condor 93,538 -545.
Swanson, D. L. (in press). Seasonal metabolic variation in birds: functional and mechanistic correlates. Curr. Ornithol. 17.
Tieleman, B. I. and Williams, J. B. (2000). The adjustment of avian metabolic rates and water fluxes to desert environments. Physiol. Biochem. Zool. 73,461 -479.[CrossRef][Medline]
Tieleman, B. I., Williams, J. B. and Bloomer, P. (2003a). Adaptation of metabolic rate and evaporative water loss along an aridity gradient. Proc. R. Soc. Lond. B Biol. Sci. 270,207 -214.[Medline]
Tieleman, B. I., Williams, J. B., Buschur, M. E. and Brown, C. R. (2003b). Phenotypic variation of larks along an aridity gradient: are desert birds more flexible? Ecology 84,1800 -1815.[CrossRef]
Vézina, F. and Williams, T. D. (2005).
The metabolic cost of egg production is repeatable. J. Exp.
Biol. 208,2533
-2538.
Walsberg, G. E. and Hoffman, T. C. M. (2005).
Direct calorimetry reveals large errors in respirometric estimates of energy
expenditure. J. Exp. Biol.
208,1035
-1043.
Walsberg, G. E. and Wolf, B. O. (1995). Variation in the respirometry quotient of birds and implications for indirect calorimetry using measurements of carbon dioxide production. J. Exp. Biol. 198,213 -219.
West, G. C. (1972). The effect of acclimation and acclimatization on the resting metabolic rate of the common redpoll. Comp. Biochem. Physiol. 43A,293 -310.[Medline]
Wikelski, M., Spinney, L., Schelsky, W., Scheuerlein, A. and Gwinner, E. (2003). Slow pace of life in tropical sedentary birds: a common-garden experiment on four stonechat populations from different latitudes. Proc. R. Soc. Lond. B Biol. Sci. 270,2383 -2388.[Medline]
Williams, J. B. (1996). A phylogenetic perspective of evaporative water loss in birds. Auk 113,457 -472.
Williams, J. B. and Tieleman, B. I. (2000). Flexibility in basal metabolic rate and evaporative water loss among hoopoe larks exposed to different environmental temperatures. J. Exp. Biol. 203,3153 -3159.[Abstract]
Withers, P. C. (1977). Measurement of
VO2, VCO2, and
evaporative water loss with a flow-through mask. J. Appl.
Physiol. 42,120
-123.
Zar, J. H. (1999). Biostatistical Analysis. New Jersey: Prentice Hall.
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