Abstract

In welded structures using robotized metal active gas (MAG) welding, unwanted variation in penetration depth is typically observed. This is due to uncertainties in the process parameters which cannot be fully controlled. In this work, an analytical probabilistic model is developed to predict the probability of satisfying a target penetration, in the presence of these uncertainties. The proposed probabilistic model incorporates both aleatory process parameter uncertainties and epistemic measurement uncertainties. The latter is evaluated using a novel digital tool for weld penetration measurement. The applicability of the model is demonstrated on fillet welds based on an experimental investigation. The studied input process parameters are voltage, current, travel speed, and torch travel angle. The uncertainties in these parameters are modelled using adequate probability distributions and a statistical correlation based on the volt-ampere characteristic of the power source. Using the proposed probabilistic model, it is shown that a traditional deterministic approach in setting the input process parameters typically results in only a 50% probability of satisfying a target penetration level. It is also shown that, using the proposed expressions, process parameter set-ups satisfying a desired probability level can be simply identified. Furthermore, the contribution of the input uncertainties to the variation of weld penetration is quantified. This work paves the way to make effective use of the robotic welding, by targeting a specified probability of satisfying a desired weld penetration depth as well as predicting its variation.

Highlights

  • The robotic arc welding process involves complicated sensing and control techniques applied to various process parameters

  • It should be noted that the mean measured values are typically lower than the preset values depending on the response of the power source, and that the welding current is strongly correlated to tip-toworkpiece distance [22]

  • A probabilistic model based on the fitting coefficients of the quadratic deterministic model, the joint probability distribution of process parameters as well as the epistemic measurement uncertainty is proposed

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Summary

Introduction

The robotic arc welding process involves complicated sensing and control techniques applied to various process parameters. These measures enhance the quality and improve repeatability of welds [1]. The limited accuracy in measuring devices, repeatability in robots, and controllability in power sources results in variations in gun angle, torch travel angle, and robot trajectory [3] as well as current and voltage [4]. Reducing this process variation is crucial in reducing over-processing, saving cost, and increasing production capacity [5]. It is of utmost importance to understand the influence of welding process parameters on weld profile and produced quality, regarding both average values and variabilities

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