Thermodynamic Parametrisation of the Vertebrate Lifetime Cycle Invariant: Biological Proper Time, Allometric Mass-Cancellation, and Clade-Specific Predictions
Mesfin Taye

TL;DR
This paper proposes a thermodynamic model explaining the invariant number of cardiac cycles in vertebrates' lifetimes, linking entropy production to physiological factors and predicting clade-specific lifespan deviations.
Contribution
It introduces the Principle of Biological Time Equivalence (PBTE) and a thermodynamic framework that accounts for the invariant cardiac cycle count and systematic deviations across clades.
Findings
The invariant cardiac cycle number is explained by a conserved entropy budget.
Mass-independence of the cycle count is derived from scaling laws.
A correction factor predicts lifespan variations across different vertebrate clades.
Abstract
Warm-blooded vertebrates accumulate approximately cardiac cycles over a natural lifetime, a striking empirical regularity first quantified by Lindstedt and Calder yet lacking a physical interpretation. We propose that this invariance is consistent with a conserved thermodynamic budget, formulated here as the Principle of Biological Time Equivalence (PBTE). The framework rests on a constitutive closure , which links the entropy production rate to the intrinsic physiological frequency; integration over the lifespan yields , so that the observed constancy of corresponds to an approximately constant lifetime entropy budget. Algebraic exponent cancellation under Kleiber and Calder scaling laws, , is consistent with mass-independence and reproduces the…
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