Abstract

Tailoring manufacturing processes to optimum part quality often requires numerous resource-intensive trial experiments in practice. Physics-based process simulations in combination with general-purpose optimisation algorithms allow for an a priori process optimisation and help concentrate costly trials on the most promising variants. However, considerable computation times are a significant barrier, especially for iterative optimisation. Surrogate-based optimisation often helps reduce the computational effort but surrogate models are typically case-specific and cannot adapt to different manufacturing situations. Consequently, even minor problem variations e.g. geometry adaptions invalidate the surrogate and require resampling of data and retraining of the surrogate. Reinforcement Learning aims at inferring optimal actions in variable situations. In this work, it is used to train a neural network to estimate optimal process parameters (“actions”) for variable component geometries (“situations”). The use case is fabric forming in which pressure pads are positioned to optimise the material intake. After training, the network is found to give meaningful parameter estimations even for new geometries not considered during training. Thus, it extracts reusable information from generic process samples and successfully applies it to new, non-generic components. Since data is reused rather than resampled, the approach is deemed a promising option for lean part and process development.

Highlights

  • Introduction and related workIndustrial manufacturing processes generally require careful parametrisation for optimum operation in terms of part quality, throughput or efficiency

  • The results suggest that a finite number of geometry samples nT in G holds sufficient information to analyse any new sample from G

  • Pressure pads must be positioned to optimise the material draw-in during fabric forming

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Summary

Introduction

Introduction and related workIndustrial manufacturing processes generally require careful parametrisation for optimum operation in terms of part quality, throughput or efficiency. Identification of such optimum parameters employs resource-intensive, experienceguided trial-error campaigns and often entails significant rework for error correction. This holds all the more when processing complex materials, such as textiles used for continuous-fibre reinforced plastics (CoFRP). Shamsaei et al [5] study additive manufacturing and find that recurring optimisation tasks for ever-changing geometries or materials, respectively, are a significant economical barrier. They call for a comprehensive framework to ‘‘leverage information from prior similar studies and . Similar suggestions have emerged in other domains as well, including but not limited to material forming [6] as addressed in this work

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