A Transition State Theory-influenced Model of Secondary Battery Cycle-life: Towards a Final Regularity Resembling Carnot-efficiency

20 May 2021, Version 1
This content is a preprint and has not undergone peer review at the time of posting.

Abstract

A transition state theory-influenced approach on maximum battery cycle-life is outlined, arriving at an ideal model of general validity. The outcome may be understood further as a thermodynamic final regularity reminiscent of Carnot-efficiency. In contrast to the common perception which attributes in blanket fashion the causality of changes in cycle-life to the engineering of battery-specific tangibles, this model allows for a more differentiated picture: That changes to battery-specific tangibles may yield differences of several hundred or more cycles is here the result of them being enhanced by a comparatively long, natural constant-based, logarithmic lever. That way such changes can cause big differences though being comparatively small to the lever base value, which emerges as a quantity of natural constants, temperature(s) and relative capacity margins but independent of battery specific energy and applied power. These are findings suggesting a revision of the current empirics-biased consensus opinion about the matter.

Keywords

Eyring equation
secondary battery
Secondary Batteries
electrochemistry
cycle-life
cycle-life performance
Reversible Energy Storage
models
Carnot efficiency
equilibrium thermodynamics
Eyring theory formalism
battery cycle-life

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