We consider heat transport via systems with broken time-reversal symmetry. We apply magnetic fields to the one-dimensional charged particle systems with transverse motions. The standard momentum conservation is not satisfied. To focus on this effect clearly, we introduce a solvable model. We exactly demonstrate that the anomalous transport with a new exponent can appear. We numerically show the violation of the standard relation between the power-law decay in the equilibrium correlation and the diverging exponent of the thermal conductivity in the open system.

中文翻译：

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通过时间逆向对称性破裂的低维系统进行热传递

我们考虑通过具有逆时对称性的系统进行热传输。我们将磁场施加到具有横向运动的一维带电粒子系统。不满足标准动量守恒。为了清楚地关注此效果，我们引入了一个可解模型。我们恰好证明了可以出现带有新指数的异常传输。我们用数字显示了在开放系统中，平衡相关性中的幂律衰减与导热系数的发散指数之间的标准关系的违反。