3.8 Article

Reliability analysis of bistable composite laminates

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AIMS MATERIALS SCIENCE
卷 8, 期 1, 页码 29-41

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AMER INST MATHEMATICAL SCIENCES-AIMS
DOI: 10.3934/matersci.2021003

关键词

bistable composite laminate; reliability analysis; Monte Carlo simulation (MCS); sensitivity analysis; Uncertainty Quantification (UQ)

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Bistable composite laminates are smart materials used in engineering structures for their shape-changing capabilities and low densities. Uncertainty quantification has a significant impact on bistability characteristics, with reliability and sensitivity analysis conducted through Monte Carlo Simulation showing that thickness and coefficient of thermal expansion have a stronger influence on bistability behavior compared to other parameters. The results are validated by comparison with those obtained through Finite Element Method.
Bistable composite laminates are smart composites that have been employed for engineering structures due to their superlative offering of features like ability to change shape and low densities. Because of the embedded geometrical nonlinearity factor, a small variation of input parameters leads to significant changes in the response of the bistable composite laminates. In other words, Uncertainty Quantification (UQ) makes a change in the bistability characteristics. As a result, bistability behavior is extremely reliant on geometrical dimensions and elastic material properties as design parameters. Reliability analysis deals with the quantitative assessment of the occurrence probability due to UQ. In this regard, the reliability and sensitivity analysis of bistable composite plate are investigated through the Monte Carlo Simulation (MCS) and multiple types of uncertain parameters, geometry and material properties, are assumed as random variables. The results indicate bistable composite plates have a high probability to be bistability behavior with the assumed statistical properties. Moreover, the sensitivity reliability analysis illustrates that the thickness and coefficient of thermal expansion have more effect on the bistability behavior in comparison to other input parameters. The results are confirmed by comparing them with those determined by the Finite Element Method (FEM).

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