Biological neurons and muscle cells often generate thermal energy during their discharge process. The occurrence of electrical activity, such as action potentials, is typically accompanied by a measurable release of heat. In this study, a thermosensitive neuron model is derived from a memristor-coupled neural circuit, which integrates capacitor, inductor, memristor, and thermistor, and thermal effect and interaction with memristive regulation are discussed. The model can reproduce typical firing behaviors including spiking, periodic oscillations, and bursting, and it reveals the emergence of chaotic discharges induced by hidden attractors. From the perspective of energy analysis, both the Hamilton energy and thermal energy are adopted as quantitative metrics, and then the correlation between energy level and firing modes in electrical activities is explained. The results show that chaotic discharges are associated with the lowest average Hamilton energy <H> yet the highest consumption of thermal energy, while periodic discharges exhibit an opposite behavior. Furthermore, by tuning some thermal parameters (e.g., B′ and λ), environment–related factors (e.g., k2), and the external stimulation frequency ω, desired control over different discharge patterns can be achieved. Additive Gaussian white noise is also independently introduced into each circuit branch to explore stochastic resonance. The findings demonstrate that noise intensity significantly influences both energy levels and rhythmic behavior. This work provides a comprehensive theoretical framework for understanding thermally coupled neural dynamics and offers a novel approach for designing energy–efficient and highly tunable neuromorphic systems.
扫码关注我们
求助内容:
应助结果提醒方式:
