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FEM techniques for high stress prediction in accelerated fatigue simulation

FEM techniques for high stress prediction in accelerated fatigue simulation
FEM techniques for high stress prediction in accelerated fatigue simulation
This research is motivated by the need to accelerate fatigue analyses of complex mechanical systems, characterized by large numerical models, long time integration intervals and dynamic response. Numerical modelling is an essential tool for fatigue life determination of such systems. Despite the increased affordability of ever more capable hardware and software resources, however, the computational requirements combined with competitive time-to-market constraints remain a continued challenge for the structural durability engineer. In such an environment, the early detection of fatigue critical areas can lead to an informed reduction of the problem size, and a subsequent decrease in solution time and costs.
The investigation focuses on the applicability and merits of accelerated simulation procedures aimed at the fast identification of a subset of critical regions, also known as hotspots. The work presents the theory and a numerical validation study to support a novel method for the identification of fatigue hotspots, to be determined prior to entering the time domain problem. An original statistical assessment of risks and benefits in fatigue simulation acceleration provides the means for damage prediction quantification and comparison.
The proposed acceleration method is particularly suitable during the initial design stages of heavy-duty durability computations of complex mechanical structures typical of the transport and general machinery industry. The technique is applied to real life industrial cases in a comparative assessment with established practices, outlining applications, benefits and boundaries.
University of Southampton
Veltri, Marco
161cbd73-273c-43a8-879e-36e2e23761d8
Veltri, Marco
161cbd73-273c-43a8-879e-36e2e23761d8
Ferguson, Neil
8cb67e30-48e2-491c-9390-d444fa786ac8

Veltri, Marco (2017) FEM techniques for high stress prediction in accelerated fatigue simulation. University of Southampton, Doctoral Thesis, 233pp.

Record type: Thesis (Doctoral)

Abstract

This research is motivated by the need to accelerate fatigue analyses of complex mechanical systems, characterized by large numerical models, long time integration intervals and dynamic response. Numerical modelling is an essential tool for fatigue life determination of such systems. Despite the increased affordability of ever more capable hardware and software resources, however, the computational requirements combined with competitive time-to-market constraints remain a continued challenge for the structural durability engineer. In such an environment, the early detection of fatigue critical areas can lead to an informed reduction of the problem size, and a subsequent decrease in solution time and costs.
The investigation focuses on the applicability and merits of accelerated simulation procedures aimed at the fast identification of a subset of critical regions, also known as hotspots. The work presents the theory and a numerical validation study to support a novel method for the identification of fatigue hotspots, to be determined prior to entering the time domain problem. An original statistical assessment of risks and benefits in fatigue simulation acceleration provides the means for damage prediction quantification and comparison.
The proposed acceleration method is particularly suitable during the initial design stages of heavy-duty durability computations of complex mechanical structures typical of the transport and general machinery industry. The technique is applied to real life industrial cases in a comparative assessment with established practices, outlining applications, benefits and boundaries.

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Published date: June 2017

Identifiers

Local EPrints ID: 467385
URI: http://eprints.soton.ac.uk/id/eprint/467385
PURE UUID: 7b2836c8-c38f-44a0-8798-7419190b52fd
ORCID for Neil Ferguson: ORCID iD orcid.org/0000-0001-5955-7477

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Date deposited: 07 Jul 2022 17:14
Last modified: 16 Mar 2024 05:31

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Contributors

Author: Marco Veltri
Thesis advisor: Neil Ferguson ORCID iD

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