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Heat transfer theory for thermal non-equilibrium, quasi-equilibrium,and equilibrium

机译:热非平衡,拟平衡和平衡的传热理论

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摘要

Heat transfer is one of the fundamental and veiled energy transfer processes. The complex characteristics of heat transfer in a thermal process are far from being understood entirely. We here propose a statistical ther-modynamic transport theory which is applicable to the heat transfer mechanisms for non-equilibrium, quasi-equilibrium, and equilibrium to overcome limits on the heat diffusion equation. The heat transfer theory adopts a postulate that temperature, time, and displacement are independent and orthogonal variables in extended phase spaces. The solutions of the heat transfer theory are obtained for thermal non-equilibrium, quasi-equilibrium, and equilibrium and the heat fluxes are expressed as the functions of temperature, time, and displacement. The heat transfer theory demonstrates that there are heat flux gaps and broken discrete symmetries at the activation temperature, time, and displacement. The theory is consistent with statistical thermodynamics. The kinetic theory is the unification of conduction and internal convection heat transfer, a non-equilibrium generalization beyond quasi-equilibrium theories for isothermal and isentropic processes, and the integration of internal equilibrium and internal non-equilibrium.
机译:传热是基本的,隐蔽的能量传递过程之一。热处理过程中传热的复杂特性远未完全理解。我们在这里提出一种统计热动力传递理论,该理论适用于非平衡,准平衡和平衡的传热机理,以克服对热扩散方程的限制。传热理论采用一个假设,即温度,时间和位移是扩展相空间中的独立且正交的变量。得到了热不平衡,准平衡和平衡的传热理论解,热通量表示为温度,时间和位移的函数。传热理论表明,在活化温度,时间和位移下存在热通量间隙和破碎的离散对称性。该理论与统计热力学一致。动力学理论是传导与内部对流传热的统一,是等温和等熵过程的超越准平衡理论的非平衡泛化,以及内部平衡与内部非平衡的整合。

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