The development of advanced joining processes such as friction stir welding (FSW) is necessary to maintain manufacturing competitiveness in any industrial nation. Substantial research that has been carried out on FSW of aluminium alloys has demonstrated considerable benefits; this has led to greater interest in FSW of steel and other high melting temperature alloys. In this context, numerical modelling can provide costeffective development of steel FSW. Due to the limitations associated with the Johnson Cook model when employed in high melting temperature metals, a three-dimensional thermo-mechanical simulation of FSW featuring low alloy steel with previously generated experimental temperature dependant properties has been successfully solved in Abaqus/Explicit. Unlike any previous research in which either the workpiece is assumed as a high viscous body or the tool is modelled as a moving heating source, the Coupled Eulerian Lagrangian approach has been innovatively applied to model the FSW process on steel. All stages of FSW (plunge, dwell and traverse) have been modelled for slow and fast process parameters and their results compared with previous experimental work on the same grade of steel. In each model, the weld shape and weld surface flash were found to be in exceptionally close alignment with previous experimental results.Recently, the Coupled Eulerian Lagrangian (CEL) approach has been used to successfully model FSW of aluminium with minimum assumptions (solid tool instead of virtual heat source and solid workpiece instead of viscous fluid body) in order to visualise more realistic results [25,26]. In both ALE and CEL approaches, Johnson Cook's (JC) material properties of aluminium have been used in the literature to model the FSW process. Johnson Cook's model calculates several constants for monitoring the material's behaviour. When using the JC model, the welding process is initiated after the material temperature is raised to a theoretically calculated JC melting temperature that is different from the actual melting temperature of the material. For the case of aluminium, the JC model yields approximately realistic results as the JC melting temperature for aluminium lies in the range of 75-85% of its actual melting temperature