Why are metabolic scaling exponents so controversial? Quantifying variance and testing hypotheses
Article first published online: 28 MAR 2010
DOI: 10.1111/j.1461-0248.2010.01461.x
© 2010 Blackwell Publishing Ltd/CNRS
Additional Information
How to Cite
Isaac, N. J. B. and Carbone, C. (2010), Why are metabolic scaling exponents so controversial? Quantifying variance and testing hypotheses. Ecology Letters, 13: 728–735. doi: 10.1111/j.1461-0248.2010.01461.x
Publication History
- Issue published online: 18 MAY 2010
- Article first published online: 28 MAR 2010
- Editor, David Storch Manuscript received 8 January 2010 First decision made 3 February 2010 Manuscript accepted 19 February 2010
Keywords:
- Allometry;
- body size;
- energetics;
- macroecology;
- metabolic rate;
- metabolic theory of ecology;
- mixed models;
- taxonomy;
- variance;
- WBE model
Ecology Letters (2010) 13: 728–735
Abstract
The metabolic theory of ecology links physiology with ecology, and successfully predicts many allometric scaling relationships. In recent years, proponents and critics of metabolic theory have debated vigorously about the scaling of metabolic rate. We show that the controversy arose, in part, because researchers examined the mean exponent separately from the variance. We estimate both quantities simultaneously using linear mixed-effects models and data from 1242 animal species. Metabolic rate scaling converges on the predicted value of 3/4 but is highly heterogeneous: 50% of orders lie outside the range 0.68–0.82. These findings are robust to several forms of statistical uncertainty. We then test competing hypotheses about the variation. Metabolic theory is currently unable to explain differences in scaling among orders, but the patterns are not consistent with competing explanations either. We conclude that current theories are inadequate to explain the full range of metabolic scaling patterns observed in nature.

1461-0248/asset/olbannerleft.gif?v=1&s=3cdd97f41173d141f3f51773629729a6ad3be0ef)
1461-0248/asset/ele_centre.gif?v=1&s=8f1a28c45a6b32f9407a8bd9efb9c5b2aaffe521)
