A Stochastic Hybrid Automaton for Smartphone Battery Dynamics: Electro-Thermal Coupling and First-Passage Time-to-Empty Estimation
Xiaoyang Li, Runni Zhou

TL;DR
This paper introduces a stochastic hybrid automaton model for smartphone battery life, capturing electro-thermal effects and user behavior to predict time-to-empty and shutdown risks more accurately.
Contribution
It develops a novel coupled electro-thermal stochastic model that predicts battery shutdown events considering temperature, aging, and user activity, providing a risk-aware framework.
Findings
Voltage-collapse mechanism explains premature shutdowns.
Monte Carlo simulation provides TTE distribution and risk quantification.
Sensitivity analysis identifies key factors affecting shutdown risk.
Abstract
Smartphone time-to-empty (TTE) is difficult to predict because shutdown is governed not only by remaining charge, but also by instantaneous power capability under temperature-, aging-, and load-dependent voltage sag. We develop a stochastic hybrid automaton for smartphone battery dynamics that couples a first-order Thevenin equivalent-circuit model with a lumped thermal model and a stochastic user-activity process. The continuous state includes state of charge, polarization voltage, and battery temperature; user behavior is represented as a piecewise deterministic Markov process switching among idle, social/web, video, gaming, and weak-signal modes. Shutdown is formulated as a first-passage event when terminal voltage crosses a cutoff threshold or when requested power exceeds the instantaneous feasibility envelope. The model captures a voltage-collapse mechanism that simple…
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