Abstract

An indispensable tool to choose the suitable process parameters for obtaining boride layer of an adequate thickness is the modeling of the boriding kinetics. In this work, two mathematical approaches were used in order to determine the value of activation energy in the Fe2B layers on ASTM A36 steel during the iron powder-pack boriding in the temperature range of 1123–1273 K for treatment times between 2 and 8 h. The first approach was based on the mass balance equation at the interface (Fe2B/substrate) and the solution of Fick’s second law under steady state (without time dependent). The second approach was based on the same mathematical principles as the first approach for one-dimensional analysis under non-steady-state condition. The measurements of the thickness (Fe2B), for different temperatures of boriding, were used for calculations. As a result, the boron activation energy for the ASTM A36 steel was estimated as 161 kJ·mol−1. This value of energy was compared between both models and with other literature data. The Fe2B layers grown on ASTM A36 steel were characterized by use of the following experimental techniques: X-ray diffraction (XRD), scanning electron microscopy (SEM), and energy dispersive X-ray Spectroscopy (EDS). Finally, the experimental value of Fe2B layer’s thickness obtained at 1123 K with an exposure time of 2.5 h was compared with the predicted thicknesses by using these two approaches. A good concordance was achieved between the experimental data and the simulated results.

Highlights

  • Nowadays and due to the increasing technological development, it is necessary to have metallic materials with specific features that must be maintained in critical service conditions: for example, the metal dies are used in the different hot and cold working metallurgical processes, which given the working conditions require high toughness and high surface hardness. e thermochemical treatments applied to steel are those in which the composition of the surface of the workpiece is altered by the addition of carbon, nitrogen, sulphur, boron, aluminium, zinc, chromium, or other elements. e most common treatments in the industry are carburization, nitriding, carbonitriding, and boriding

  • E energy dispersive X-ray Spectroscopy (EDS) analysis obtained by scanning electron microscopy (SEM) is shown in Figures 5(a) and 5(b). e results show in Figure 5(a) that the manganese (Mn) negatively affects the boride layer thickness

  • The ASTM A36 steel was pack-borided in the temperature range of 1123–1273 K for a variable exposure time ranging between 2 and 8 h. e kinetics data on treated

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Summary

Introduction

Nowadays and due to the increasing technological development, it is necessary to have metallic materials with specific features that must be maintained in critical service conditions: for example, the metal dies are used in the different hot and cold working metallurgical processes, which given the working conditions require high toughness and high surface hardness. e thermochemical treatments applied to steel are those in which the composition of the surface of the workpiece is altered by the addition of carbon, nitrogen, sulphur, boron, aluminium, zinc, chromium, or other elements. e most common treatments in the industry are carburization, nitriding, carbonitriding, and boriding. From a kinetic point of view, several approaches [3, 5,6,7, 11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33] were developed in the objective of optimizing the thicknesses of borided layers in order to meet the functional requirements during industrial use of borided steels Some of these models that estimate the thickness of the monolayer (Fe2B) or a double layer (FeB–Fe2B) are based on the solution of Fick’s second law without time dependent (∇2CFe2B(x) 0 ⟶ steady state) [3, 6, 7, 16,17,18, 20,21,22, 24,25,26, 30] and some others on the solution of Fick’s second law with time dependent B(x, t)/zt DFe2Bz2CFe2B(x, t)/zx2 ⟶ non-steady (zCFe2 state)

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