Alumni

Topic: I-4: Evaluation procedure of model robustness for physical nonlinear material behavior.

Topic I-2: Development of Adaptive Estimation Strategy for Three Dimensional Load Modelling under Consideration of Sensitivity and Dependency in the Chain of Models

Topic: IV-2: Klassifizierung und Entwurf von Kopplungen in Computeranwendungen des Bauingenieurwesens

Topic: Goal-oriented adaptive modeling of cracked material using multiscale method

Topic: Evaluation of Coupled Partial Models for the Assessment of Restraint Effects in Reinforced and Prestressed Concrete Structures

Topic: III-1 Assessment of coupled partial models of complex structures under time dependent actions

Topic: II-4: Qualitätsbewertung von Kriechmodellen des Normalbetons und deren Anwendung auf Polymer modifizierten Zementbeton (PCC)

Topic: II-2b Constitutive Modelling of Soils in Structural Engineering Analysis

Topic: III-2: Assessment of multiscale partialmodels of structural elements and their interaction

Topic: PostDoc-2: Stochastic crack growth simulation in reinforced concrete structures by means of coupled finite element and meshless methods

Topic: III-3 Adaptive structural design considering dynamic soil-structure interaction

Topic: I-1: Model and dimension adaptive simulation methods for assessment of geometrical nonlinear effects in Structural Engineering

Topic: Methodologies for the development of quality assessment of Experimental models in structural Engineering 

Topic: III-4: Multicriterial Evaluation Method for the Prognosis Quality of Complex Engineering Models

Topic: Evaluation of influences of different complex structural models on the outcome quality of robustness analysis in structural engineering

Topic:IV-1: Combination of dimensionally reduced and volume oriented calculation models in an entire model for the load-bearing structural calculation

Topic: II-3: Abbildung von physikalischen Nichtlinearitäten, Texturelementen und Anisotropien in Konstitutivbeziehungen kristalliner Werkstoffe - Qualitätsanforderungen an Partialmodelle als Glied einer Modellkette