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  4. Approximation methods for high dimensional simulation results - parameter sensitivity analysis and propagation of variations for process chains
 
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2014
Doctoral Thesis
Title

Approximation methods for high dimensional simulation results - parameter sensitivity analysis and propagation of variations for process chains

Abstract
This work addresses the analysis of a sequential chain of processing steps, which is particularly important for the manufacture of robust product components. In each processing step, the material properties may have changed and distributions of related characteristics, for example, strains, may become inhomogeneous. For this reason, the history of the process including design-parameter uncertainties becomes relevant for subsequent processing steps. Therefore, we have developed a methodology, called PRO-CHAIN, which enables an efficient analysis, quantification, and propagation of uncertainties for complex process chains locally on the entire mesh. This innovative methodology has the objective to improve the overall forecast quality, specifically, in local regions of interest, while minimizing the computational effort of subsequent analysis steps. We have demonstrated the benefits and efficiency of the methodology proposed by means of real applications from the automotive industry.
Thesis Note
Zugl.: Köln, Univ., Diss., 2014
Author(s)
Steffes-lai, Daniela  
Publisher
Logos Verlag  
Publishing Place
Berlin
Language
English
Fraunhofer-Institut für Algorithmen und Wissenschaftliches Rechnen SCAI  
Keyword(s)
  • process chain

  • multidimensional interpolation

  • parameter sensitivity analysis

  • statistics

  • robust design

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