MULTI-CRITERIA DECISION ANALYSIS FOR SUPPORTING THE SELECTION OF ENGINEERING MATERIALS IN PRODUCT DESIGN
ebook

MULTI-CRITERIA DECISION ANALYSIS FOR SUPPORTING THE SELECTION OF ENGINEERING MATERIALS IN PRODUCT DESIGN

Código de artículo:
E2000088715
Editorial:
ELSEVIER BUTTERWORTH HEINEMANN
ISBN:
9780081005415
Páginas:
252
Formato:
Vitalsource
Tipo de libro:
Ebook
DRM
Si

Multi-criteria Decision Analysis for Supporting the Selection of Engineering Materials in Product Design, Second Edition, provides readers with tactics they can use to optimally select materials to satisfy complex design problems when they are faced with the vast range of materials available. Current approaches to materials selection range from the use of intuition and experience, to more formalized computer-based methods, such as electronic databases with search engines to facilitate the materials selection process. Recently, multi-criteria decision-making (MCDM) methods have been applied to materials selection, demonstrating significant capability for tackling complex design problems. This book describes the rapidly growing field of MCDM and its application to materials selection. It aids readers in producing successful designs by improving the decision-making process. This new edition updates and expands previous key topics, including new chapters on materials selection in the context of design problem-solving and multiple objective decision-making, also presenting a significant amount of additional case studies that will aid in the learning process.

Describes the advantages of Quality Function Deployment (QFD) in the materials selection process through different case studiesPresents a methodology for multi-objective material design optimization that employs Design of Experiments coupled with Finite Element AnalysisSupplements existing quantitative methods of materials selection by allowing simultaneous consideration of design attributes, component configurations, and types of materialProvides a case study for simultaneous materials selection and geometrical optimization processes

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