TITLE

Deformation Behavior of Functionally Graded Poisson's Ratio Cellular Structure

AUTHOR(S)
Zhang Hong; Deng Qing-tian
PUB. DATE
November 2013
SOURCE
Journal of Applied Sciences;2013, Vol. 13 Issue 22, p5064
SOURCE TYPE
Academic Journal
DOC. TYPE
Article
ABSTRACT
Based on the computational design methodology and innovative structural material concept, the functionally graded Poisson's ratio cellular material is developed in this paper for investigated the deformation behaviour, which can be used for protection application. The optimal shape design and Poisson's ratio distribution have been introduced for further improve the protection materials.
ACCESSION #
91943496

 

Related Articles

  • Fabrication of Functionally Graded-cellular Structures of Cement-based Materials by Co-extrusion. Chen, Y.; Struble, L. J.; Paulino, G. H. // AIP Conference Proceedings;2/15/2008, Vol. 973 Issue 1, p532 

    Co-extrusion involves extrusion of multiple layers at the same time. Functionally graded materials comprising various layers with different properties can be produced through co-extrusion. Rheological control is vital for successful co-extrusion of layered cement-based materials. The paste flow...

  • Effect of Stratum Properties on Wellbore Stability. Hao, Yang // Chemistry & Technology of Fuels & Oils;Nov2015, Vol. 51 Issue 5, p556 

    The influence of stratum properties on wellbore stability was studied by numerical simulation. The results showed that the safe mud density window (SMDW) for both permeable and impermeable strata becomes narrower with increase in the ground stress non-uniformity coefficient. The probability of...

  • Two new refined shear displacement models for functionally graded sandwich plates. Merdaci, Slimane; Tounsi, Abdelouahed; Houari, Mohammed; Mechab, Ismail; Hebali, Habib; Benyoucef, Samir // Archive of Applied Mechanics;Nov2011, Vol. 81 Issue 11, p1507 

    Two refined displacement models, RSDT1 and RSDT2, are developed for a bending analysis of functionally graded sandwich plates. Unlike any other theory, the number of unknown functions involved is only four, as against five in case of other shear deformation theories. The developed models are...

  • Multilayered and FGM structural elements under mechanical and thermal loads. Part I: Comparison of finite elements and analytical models. Sadowski, T.; Bîrsan, M.; Pietras, D. // Archives of Civil & Mechanical Engineering (Elsevier Science);Sep2015, Vol. 15 Issue 4, p1180 

    Nowadays modern composites with various internal structures are used for manufacturing of structural parts of airplanes and in other branches of engineering. They have a layered structure or can be produced as functionally graded materials (FGM). For specific applications some porosity is...

  • Mixed boundary value problem for quasi-orthotropic elastic plane. Hasebe, Norio; Sato, Masahiro // Acta Mechanica;Feb2015, Vol. 226 Issue 2, p527 

    The quasi-orthotropic elastic plane in which the characteristic roots of the fundamental differential equation for the orthotropic elastic plane are doubled is investigated for a mixed boundary value problem. One of the main purposes of the present paper is to derive a general solution of a...

  • Influence of Coating on the Poisson's Ratio of Woven Fabrics. ŠIMIĆ PENAVA, Diana; PENAVA, Željko; TKALEC, Marijana // Applied Mechanics & Materials;2016, Vol. 827, p27 

    Coated fabrics have complex composite structure whose mechanical properties are considerably improved in relation with the initial basic material. They are obtained by applying a certain number of coatings to raw fabrics. In this paper the practical application of uniaxial testing of coated...

  • Exact Solutions for Thermal Stresses in a Rotating Thick-Walled Cylinder of Functionally Graded Materials. Rahimi, G. H.; Nejad, M. Zamani // Journal of Applied Sciences;2008, Vol. 8 Issue 18, p3267 

    In this study, thermal stresses in a hollow rotating thick-walled cylinder made of functionally graded material under internal and external pressure are obtained as a function of radial direction to an exact solution by using the theory of elasticity. Material properties are considered as a...

  • Reformulation of Mindlin�Reissner governing equations of functionally graded circular plates. Nosier, Asghar; Fallah, F. // Acta Mechanica;Jul2008, Vol. 198 Issue 3/4, p209 

    The governing equations of the first-order shear deformation plate theory for FG circular plates are reformulated into those describing the interior and edge-zone problems. Analytical solutions are obtained for axisymmetric and asymmetric behavior of functionally graded circular plates with...

  • Fatigue Characterization of Functionally Graded Metallic Alloys. Silva, F. S. // AIP Conference Proceedings;2/15/2008, Vol. 973 Issue 1, p429 

    Functionally graded components exhibit spatial variations of mechanical properties in contrast with, and as an alternative to, purely homogeneous components. A large class of graded materials, however, are in fact mostly homogeneous materials with property variations (chemical or mechanical)...

Share

Read the Article

Courtesy of VIRGINIA BEACH PUBLIC LIBRARY AND SYSTEM

Sorry, but this item is not currently available from your library.

Try another library?
Sign out of this library

Other Topics