Abstract

Plasma nitriding of austenitic stainless steels at moderate temperatures is considered in the presented work. The anisotropic aspects of stress-induced diffusion and influence of nitrogen traps are investigated by kinetic modeling based on rate equations. The model involves diffusion of nitrogen in the presence of internal stress gradients induced by penetrating nitrogen as the next driving force of diffusion after the concentration gradient. The diffusion equation takes into account the fact that nitrogen atoms reside in interstitial sites and in trapping sites. Stress-induced diffusion has an anisotropic nature and depends on the crystalline orientation while trapping–detrapping is isotropic. The simulations are done considering the synergetic effects of both mechanisms and analyzing the properties of both processes separately. Theoretical curves are compared with experimental results taken from the literature. Good agreement between simulated and experimental results is observed, and gives the possibility to find real values of parameters needed for calculations. The nitrogen depth profile shapes, the dependences of nitrogen penetration on nitriding time and on diffusivity, are analyzed considering crystalline orientation of steel single crystal.

Highlights

  • Plasma nitriding of austenitic stainless steel (ASS) at temperatures less than the formation of nitrides greatly increases surface hardness, corrosion, and wear resistance [1,2,3,4,5,6,7,8,9,10,11,12,13]

  • Experimental results are taken from [19]. In those experiments the 316L ASS bulk single crystals with (100), (110), and (111) crystalline orientations have been plasma-nitrided for 1.00 h at either 573 or 673 K

  • Nitrogen depth profiles were determined by method of nuclear reaction analysis (NRA)

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Summary

Introduction

Plasma nitriding of austenitic stainless steel (ASS) at temperatures less than the formation of nitrides greatly increases surface hardness, corrosion, and wear resistance [1,2,3,4,5,6,7,8,9,10,11,12,13]. The main driving force for interstitial atom diffusion in the metallic lattice is the chemical potential gradient which depends on the nitrogen concentration field, and on the stress field. To evaluate the compressive stress and the compositional strain induced by the interstitial atom diffusion in the expanded austenite, a mechanical model recently proposed in our previous work [29,31] was used. This model is based on the Hooke’s law and considers elastic anisotropy of ASS. —the crystal orientation dependent nitrogen adsorption probability [29,31]

Results and Discussion
The transition functions and dependences ofγ anisotropic stress factor
Calculated
Conclusions
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