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HOKEŠ, F. KALA, J. KRŇÁVEK, O.
Original Title
Nonlinear numerical simulation of a fracture test with use of optimization for identification of material parameters
Type
journal article in Scopus
Language
English
Original Abstract
The application of a nonlinear description of construction material behaviour in numerical simulations represents a step forward in enabling mathematical modeling methods to ever more closely describe the real actions of structures. This statement is also valid in the case of the numerical modeling of fracture experiments, but in both cases this modeling is complicated by the existence of unknown material parameters for the nonlinear material model. However, fracture experiments provide the opportunity to identify unknown parameters from data that are measured during the performance of such experiments. The submitted article deals with the numerical simulation of a three-point bending test carried out on a concrete specimen. It describes the process by which the inverse identification of material parameters takes place via optimization. The inverse analysis was based on the utilization of a loaddisplacement curve measured during the experiment. The main aim of the article is to present a method describing the inverse identification of parameters from the simulation of a fracture experiment which can then be used in the performance of comprehensive nonlinear simulations of the behaviour of structural details and whole structures anufactured from concrete.
Keywords
Concrete, evolution strategy, fracture test, genetic, algorithm, nonlinear material model, sensitivity.
Authors
HOKEŠ, F.; KALA, J.; KRŇÁVEK, O.
Released
5. 10. 2016
ISBN
1998-4448
Periodical
International Journal of Mechanics
Year of study
2016
Number
10
State
United States of America
Pages from
159
Pages to
166
Pages count
8
BibTex
@article{BUT133053, author="Filip {Hokeš} and Jiří {Kala} and Ondřej {Krňávek}", title="Nonlinear numerical simulation of a fracture test with use of optimization for identification of material parameters", journal="International Journal of Mechanics", year="2016", volume="2016", number="10", pages="159--166", issn="1998-4448" }