Issue 52

M. Saadatmand et alii, Frattura ed Integrità Strutturale, 52 (2020) 98-104; DOI: 10.3221/IGF-ESIS.52.08 99 of great importance to have the process parameters and cooling rate under control and learn how they influence the properties of the material. Besides experimental methods, numerical simulation has been demonstrated to be an efficient approach to study the thermal-mechanical behavior in additive manufacturing processes. Zhao et al. [9] obtained a 3D heat transfer model with temperature dependent material properties for studying the thermal cycling effects. They concluded that the heat diffusion conditions deteriorate by the increase in the deposition height. Xiong et al. [10] defined an Finite Element (FE) simulation for prediction of the heat dissipation mechanism in a tube of welds made using Gas Metal Arc (GMA)-WAAM. They demonstrated that the heat transport conditions in each layer are closely associated with the direction of deposition in the former layer. The substrate preheating is one of the most effective methods to mitigate the thermal stress and crack. Therefore, it is important to explore the preheating impact on thermal behavior of WAAM parts. However, little has been done to model the effect of substrate preheating on thermal behavior in WAAM process [6]. Xiong et al. [6] used a H08Mn2S wire electrode and the commercial software MSC Marc was used for modelling of the WAAM process of a circular thin walled part. In this study, a 3D finite element model is developed in ABAQUS software to study the thermal behavior of low carbon steel WAAM wall (ASTM A36). The temperature distribution in the middle point of deposited layer is studied and effects of substrate preheating temperature and travel speed are discussed. S IMULATION PROCEDURE In this section by using ABAQUS 2019 software, a 3D thermal elastic-plastic FE computational procedure was employed to simulate the temperature distribution in the WAAM wall of low carbon steel (ASTM A36) (WWLS). The temperature- dependent thermal-mechanical properties of ASTM A36 were obtained from the literature [11] (Tab. 1). The substrate and deposited material are assumed to have the identical material properties and to be isotropic. Temperature (°C) Specific heat (J/kg°C) Thermal conductivity (W/m°C) Density (Kgm -3 ) Yield stress (MPa) Thermal expansion coefficient (10 -5 /°C) Young Modulus (GPa) Poisson’s ratio 0 400 60 7880 250 1.15 210 0.3 100 500 50 7880 240 1.2 200 0.3 200 520 45 7800 230 1.42 200 0.3 400 650 38 7760 200 1.45 170 0.3 600 750 30 7600 180 1.45 80 0.3 800 1000 25 7520 150 1.45 35 0.3 1000 1200 26 7390 125 1.45 20 0.3 1200 1400 28 7300 80 1.45 15 0.3 1400 1600 37 7250 35 1.45 10 0.3 1550 1700 37 7180 30 1.45 10 0.3 Table 1: The temperature-dependent thermal-physical properties of low carbon steel ASTM A36 [11] The model was developed for the WWLS, containing 4 layers with a layer height of 2.5mm. The 3D finite element mesh model is shown in Fig. 1. A symmetry plane was used to save computational time in the model of the WWLS without sacrificing the physics of the process. The model was meshed with the eight-noded, three-dimensional brick element type. The mesh size for deposited layers was 1.25mm along the thickness of deposited layers and increased gradually away from the deposited layers.