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MRS bulletin, ISSN 0883-7694, 01/1995, Volume 20, Issue 1, pp. 14 - 18
This issue of the MRS Bulletin provides an up-to-date look at ongoing research activities within the field of functionally gradient materials (FGM... 
Functionally Gradient Materials | Physical Sciences | Materials Science | Technology | Materials Science, Multidisciplinary | Physics | Science & Technology | Physics, Applied
Journal Article
2011, 1. Aufl., ISBN 9780470522653, 459
A comprehensive look at the latest advances in soft material gradientsTremendous progress has been made in the field of surface-bound soft material gradients in recent years, with intriguing new areas... 
Functionally gradient materials | Surfaces (Technology)
eBook
Small (Weinheim an der Bergstrasse, Germany), ISSN 1613-6810, 10/2018, Volume 14, Issue 41, pp. 1870188 - n/a
.... The design strategy and mechanics of functional gradients in biological materials are well replicated in these coating structures. 
wear‐resistance | interfacial durability | functional gradient coatings | bioinspired | polymer nanocomposite | Coatings | Surface hardness | Nanocomposites | Wear resistance | Stiffness | Functionally gradient materials | Protective coatings | Substrates | Biological materials
Journal Article
Composite structures, ISSN 0263-8223, 12/2013, Volume 106, pp. 374 - 392
...) is developed based on the strain gradient elasticity theory and n shear deformation theory. The material properties of the FGM curved microbeam are assumed to vary in the thickness direction and are estimated through the Mori... 
Material length scale parameters | Strain gradient elasticity theory | Curved microbeam | n shear deformation theory | Functionally graded materials | Hamilton’s principle | N shear deformation theory | Hamilton's principle | Mechanics | Materials Science | Technology | Materials Science, Composites | Science & Technology | Analysis | Vibration | Microbeams | Mathematical analysis | Shear deformation | Elasticity | Functionally gradient materials | Mathematical models | Curved | Homogenizing | Strain
Journal Article
International journal of engineering science, ISSN 0020-7225, 05/2016, Volume 102, pp. 77 - 92
...) material, is derived in the framework of the nonlocal strain gradient theory. The equations of motion and boundary conditions are deduced by employing the Hamilton principle... 
Nonlocal continuum theory | Vibration | Strain gradient theory | Nonlocal strain gradient theory | Functionally graded material | Engineering | Technology | Engineering, Multidisciplinary | Science & Technology | Analysis | Stresses | Free vibration | Resonant frequency | Functionally gradient materials | Mathematical models | Equations of motion | Strain
Journal Article
Progress in materials science, ISSN 0079-6425, 07/2017, Volume 88, pp. 467 - 498
Living organisms have ingeniously evolved functional gradients and heterogeneities to create high-performance biological materials from a fairly limited choice of elements and compounds during long... 
Bioinspiration | Heterogeneity | Gradient | Functionally graded materials | Biological materials | Materials Science | Technology | Materials Science, Multidisciplinary | Science & Technology | Mechanical engineering | Aerospace engineering | Design engineering | Biomimetics | Materials science | Materials selection | Functionally gradient materials | Chemical evolution | Chemical synthesis
Journal Article
Journal Article