Thermally driven classical Heisenberg chain with a spatially varying magnetic field: Thermal rectification and Negative differential thermal resistance
Debarshee Bagchi

TL;DR
This study demonstrates that a classical Heisenberg chain with a spatially varying magnetic field can exhibit thermal rectification and negative differential thermal resistance, with potential applications in thermal device engineering.
Contribution
It introduces a method to induce and control thermal rectification and NDTR in a classical spin chain through a spatially varying magnetic field, a novel approach compared to prior models.
Findings
Thermal rectification improves with increased temperature T and system size N.
Negative differential thermal resistance can be controlled by tuning the magnetic field.
The system's behavior is explained through microscopic spin dynamics and numerical evidence.
Abstract
Thermal rectification and negative differential thermal resistance are two important features that have direct technological relevance. In this paper, we study the classical one dimensional Heisenberg model, thermally driven by heat baths attached at the two ends of the system, and in presence of an external magnetic field that varies monotonically in space. Heat conduction in this system is studied using a local energy conserving dynamics. It is found that, by suitably tuning the spatially varying magnetic field, the homogeneous symmetric system exhibits both thermal rectification and negative differential thermal resistance. Thermal rectification, in some parameter ranges, shows interesting dependences on the average temperature T and the system size N - rectification improves as T and N is increased. Using the microscopic dynamics of the spins we present a physical picture to explain…
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