Abstract

Complexities of submerged arc welding variables on the one hand and its widespread use in producing the sensitive and expensive parts on the other hand have doubled the importance of precise control of its adjusting parameters. In general, in order to create high-quality joints in welding processes it is necessary to control three parameters of welding current, voltage and speed precisely from various variables. On this basis, the mentioned variables have been considered as the criteria for quality of the weld joints in this study as the adjusting parameters and weld bead geometry, which include the bead height, width and penetration. Thus, the accurate equations have been proposed for estimating the weld bead height, width and penetration based on the input parameters by the regression analysis and neural network. Based on the results, the designed neural network is markedly more accurate than the regression equations, but both models have high capabilities for optimizing the parameters of submerged arc welding and also predicting the weld bead geometry for a set of input values.

Highlights

  • (2008) have optimized the submerged arc welding based on the weld bead geometry by using the mathematical modeling and regression analysis

  • The weld bead geometry is influenced by numerous variables including the welding current, type and polarity of electric current, welding voltage, speed of welding, chemical composition of workpiece and electrode and welding powder

  • Bead width equations: Based on the results obtained responses of regression and neural network models to from the regression modeling, the quadratic linear the application of the 5 test inputs have been presented equation is presented in Eq (2)

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Summary

INTRODUCTION

Parameters and weld bead geometry in robotic CO 2 arc welding by using the linear and nonlinear regression equations, Lee and Um (2000) modeled the Gas Metal. Ghosh et al (2007) have applied the neural network for investigating the effects of adjusting parameters on submerged arc welding process, Serdar and Secgin (2008) have optimized the submerged arc welding based on the weld bead geometry by using the mathematical modeling and regression analysis. The quality of welds in submerged arc welding is directly affected by weld bead geometry which includes the bead height, width and penetration. In this regard, the proper adjustment of input parameters is an unavoidable necessity in order to achieve the welding with desired geometric properties due to the vastness and variety of involved parameters. (1993) have applied the regression equations in electric arc welding, Kim et al (2003) have been attempted in establishing the relationship between the adjusting

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