Robust active surface design for multi-stage sheet metal forming processes based on data- and calculation-based equivalent modelling of component springback

Subproject SPP 2422

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Project Overview

Principle Investigators:

Prof. Dr.-Ing. Dr. h. c. Michael  Weyrich

Prof. Dr.-Ing. Dr. h. c. Mathias Liewald MBA

Project Team:

Pascal Heinzelmann M.Sc.

Sebastian Baum M.Sc.

Research Institutions:

Institute for Forming Technology (IFU), University of Stuttgart

Institute for Automation Engineering and Software Systems (IAS), University of Stuttgart

Semi-finished Material(s):

Sheet metal (DP600)

Manufacturing Processes:

Deep drawing and trimming

Motivation

  • Development of the virtual process environment for deep drawing
  • Determination of the influences of material and process parameters on the springback and dimensional deviations of complex drawn parts
  • Optimisation of the effective surface design of 2-stage forming processes

Aims

The aim of this project is the development of a novel design method for active surfaces of deep-drawing moulds based on a data- and calculation-based surrogate model. The surrogate model is built using Generative Adversarial Networks or Denoising Diffusion Probabilistic Models and is intended to learn and map the relationships between component geometry, the existing process parameters and the component springback. In addition, a delta modelling is set up based on the surrogate modelling, which is also intended to learn the deviations between the FE simulation and the real forming process. The data of the real forming process is obtained in systematic endurance tests and thus takes into account many other process parameters and disturbance effects that are only considered to a limited extent in the simulation. The FE simulation thus first learns known and modellable relationships by machine and then expands these with experimental process data. The surrogate and delta modelling ultimately forms the starting point for an active surface generator, which can generate an improved modelling of the active surfaces on the basis of the spring-back component geometries, e.g. using a gradient method, which already takes into account the spring-back to be expected in reality.

Figure 1: Problem definition and working hypothesis.

Working Program

Work Package

Description

WP1

Component definition and generation of associated active surface geometries

WP2

Generation of synthetic springback geometries and process data for training the surrogate model

WP3

Conception of the surrogate and delta model

WP4

Development of the endurance test process

WP5

Carrying out the endurance tests to calculate the delta model

WP6

Evaluation of the delta modelling and explanation of the analysis results

Expected Results

The expected result of the research project is the development of a novel data-driven method for optimising the springback problem of a two-stage production process (deep drawing & trimming). The basic idea of this method is that machine learning processes can be taught in such a way that improved springback compensation is possible. Both numerical and experimental data are used for the machine learning process.

Contact

Univ. Prof. Dr.-Ing. Dr. h. c. Michael  Weyrich

University of Stuttgart

Institute for Automation Technology and Software Systems

Pfaffenwaldring 47

70550 Stuttgart

E-mail: michael.weyrich@ias.uni-stuttgart.de

Website: https://www.ias.uni-stuttgart.de/en/

Univ.-Prof. Dr.-Ing. Dr. h. c. Mathias Liewald MBA

University of Stuttgart

Institute for Forming Technology

Holzgartenstraße 17

70174 Stuttgart

E-mail: mathias.liewald@ifu.uni-stuttgart.de

Website: https://www.ifu.uni-stuttgart.de/institut/

M.Sc. Sebastian Baum

University of Stuttgart

Institute for Automation Technology and Software Systems

Pfaffenwaldring 47

70550 Stuttgart

E-mail: sebastian.baum@ias.uni-stuttgart.de

Website: https://www.ias.uni-stuttgart.de/en/

M.Sc. Pascal Heinzelmann

University of Stuttgart

Institute for Forming Technology

Holzgartenstraße 17

70174 Stuttgart

E-mail: pascal.heinzelmann@ifu.uni-stuttgart.de

Website: https://www.ifu.uni-stuttgart.de/institut/

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