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Thermoclynamic Diffusion Coefficients

机译:热斜线扩散系数

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摘要

A new form of diffusion coefficient termed as thermodynamic diffusion coefficient is introduced in this paper. Conventionally, diffusion coefficients are evaluated using concentration gradient as driving force But truly, chemical potential gradient is the actual driving force that determines the material flow in any part of the system. Thermodynamic diffusion coefficients are based on chemical potential gradient as driving force. The relation between thermodynamic diffusion coefficients and phenomenological coefficients has been established The advantages of thermodynamic diffusion coefficients have been underlined, especially, in the cases of line compounds where concentration difference across the phase is zero or in case of intermetallic compounds with narrow homogeneity range. The intrinsic thermodynamic diffusion coefficients are equal to tracer diffusion coefficients This helps in estimating tracer diffusivities in cases where tracers are not easily available,. The advantages of thermodynamic diffusion coefficients are shown in binary and ternary systems by illustrating them in Ni-Al and Fe-Ni-Cr systems.
机译:介绍了一种称为热力学扩散系数的新型扩散系数。常规上,扩散系数是使用浓度梯度作为驱动力来评估的,但实际上,化学势梯度是决定系统任何部分中物料流动的实际驱动力。热力学扩散系数基于化学势梯度作为驱动力。建立了热力学扩散系数与现象学系数之间的关系。强调了热力学扩散系数的优点,特别是在相间浓度差为零的线型化合物的情况下,或在均相范围狭窄的金属间化合物的情况下。本征热力学扩散系数等于示踪剂扩散系数。这在不容易获得示踪剂的情况下有助于估计示踪剂的扩散率。通过在Ni-Al和Fe-Ni-Cr系统中进行说明,在二元和三元系统中显示了热力学扩散系数的优势。

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