Uncertainty Quantification of Stochastic Defects in Materials

Gebonden Engels 2021 9781032128733
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Samenvatting

Uncertainty Quantification of Stochastic Defects in Materials investigates the uncertainty quantification methods for stochastic defects in material microstructures. It provides effective supplementary approaches for conventional experimental observation with the consideration of stochastic factors and uncertainty propagation. Pursuing a comprehensive numerical analytical system, this book establishes a fundamental framework for this topic, while emphasizing the importance of stochastic and uncertainty quantification analysis and the significant influence of microstructure defects on the material macro properties.

Key Features

Consists of two parts: one exploring methods and theories and the other detailing related examples

Defines stochastic defects in materials and presents the uncertainty quantification for defect location, size, geometrical configuration, and instability

Introduces general Monte Carlo methods, polynomial chaos expansion, stochastic finite element methods, and machine learning methods

Provides a variety of examples to support the introduced methods and theories

Applicable to MATLAB® and ANSYS software

This book is intended for advanced students interested in material defect quantification methods and material reliability assessment, researchers investigating artificial material microstructure optimization, and engineers working on defect influence analysis and nondestructive defect testing.

Specificaties

ISBN13:9781032128733
Taal:Engels
Bindwijze:Gebonden
Aantal pagina's:196
Uitgever:Taylor & Francis Ltd

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Inhoudsopgave

1. Overview. 2. Stochastic Defects. Part I: Methods and Theories. 3. Monte Carlo Methods. 4. Polynomial Chaos Expansion. 5. Stochastic Finite Element Method. 6. Machine Learning Methods. Part II: Examples. 7. Numerical Examples. 8. Monte Carlo-based Finite Element Method. 9. Impacts of Vacancy Defects in Resonant Vibration. 10. Uncertainty Quantification in Nanomaterial. 11. Equivalent Young’s Modulus Prediction. 12. Strengthen Possibility by Random Vacancy Defects.

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          Uncertainty Quantification of Stochastic Defects in Materials