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A. 280 (2000) 102-107 [2] Z Li, B Xiong, Y Zhang, et al, Investigation on strength, toughness and microstructure of an Al-Zn-Mg-Cu alloy pre-stretched thick plate in various aging tempers, Journal of Materials Processing Technology. 209 (2008) 2021-2027 [3] AMS 4414, Aluminum alloy, hand forgings 7.5Zn-1.6Cu-1.5Mg-0.12Zr (7085-T7452) solution heat treated, compression stress-relieved, and overaged. (2008) [4] L John, Advanced aluminum and hybrid aero-structures for future aircraft, Mater Sci Forum. 519/521 (2006) 1233-1238 [5] T S Srivatsan, Microstructure, tensile properties and fracture behavior of aluminum alloy 7150, Journal of Materials Science. 27 (1992) 4772-4781 [6] Z Cvijović, M Vratnica, I Cvijović-Alagić, The influences of multiscale-sized second-phase particles on fracture behavior of overaged 7000 alloys.
Microstructure and mechanical properties Materials Science and Engineering A. 534 (2012) 244-252 [9] P Li, B Xiong, Y Zhang, Quench sensitivity and microstructure character of high strength AA7050, Transactions of Nonferrous Metals Society of China. 22 (2012) 268-274 [10] M M Sharma, M F Amateau, T J Eden, Hardening mechanisms of spray formed Al-Zn-Mg-Cu alloys with scandium and other elemental additions, Journal of Alloys and Compounds.416 (2006) 135-142 [11] ASTM B871-01, Standard test method for tear testing of aluminum alloy products. (2013) [12] N HAN, X.M Zhang, S.D Liu, et al, Influence of two-step aging on fracture toughness of 7050 aluminum alloy plate, Journal of Central South University (Science and Technology).42 (2011) 623-628 [13] D J Chakrabarti, J Liu, R R Sawtell, et al, New generation high strength high damage tolerance 7085 thick alloy product with low quench sensitivity, Materials Forum.28 (2004) 969-974 [14] S Gang, A Cerezo, Early-stage precipitation in Al-Zn-Mg-Cu
alloy (7050), Acta Materialia. 5 (2004) 4503-4516 [15] R T Shuey, F Barlat, M E Karabin, et al, Experimental and analytical investigations on plane strain toughness for 7085 aluminum alloy, Metallurgical and Materials Transactions A. 40 (2009) 365-376 [16] Z Cvijović, M Rantinta M Rakin, Micromechanical modelling of fracture toughness in overaged 7000 alloy forgings, Materials Science and Engineering A. 434 (2006) 339-346
[17] N Kamp, I Sinclair, M J Starink, Toughness-strength relations in the overaged 7449 Al-based alloy, Metallurgical and Materials Transactions A. 33 (2002) 1125-1136 [18] D Dumont, A Deschamps, Y Brechet.
On the relationship between microstructure, strength and toughness in AA7050aluminumalloy, Materials Science and Engineering A. 356 (2003) 326-336 [19] J Buha, R N Lumley, A G Crosky, Secondary aging in an aluminum alloy 7050, Materials Science and Engineering A. 492 (2008) 110 [20] S Y Chen, K H Chen, G S Peng, et al, Effect of heat treatment on hot deformation behavior and microstructure evolution of 7085 aluminum alloy, Journal of Alloys and Compounds.537 (2012) 338-345

Journal of Composite Materials 41, 1729-1741
Journal of applied sciences 6, 2450-2455
Journal of Composite Materials 48, 291-299
Journal of Materials Science 37, 4669-4676
Journal of Composite Materials 37, 1575-1588

Materials Science and Engineering: A, 2010. 527(21-22): p. 6091-6097
International Journal of Material Forming, 2010. 3(S1): p. 739-742
Materials Science Forum, 2010. 652: p. 180-184
Materials science forum, 2010. 638-42: p. 706-711
Materials Science Forum, 2008. 571-572: p. 157-162.

Both matrix and ITZ are considered as linear thermoviscoelastic materials.
The matrix and ITZ are considered as linear viscoelastic materials ruled by generalized Maxwell models.
Application to microscale diffusion simulations in cementitious materials, in: Paris, 2013
Kloss, Influence of aggregate shapes on drying and carbonation phenomena in 3D concrete numerical samples, Computational Materials Science. 72 (2013) 1–14
Karihaloo, Thermo-elastic properties of heterogeneous materials with imperfect interfaces: Generalized Levin’s formula and Hill’s connections, Journal of the Mechanics and Physics of Solids. 55 (2007) 1036–1052. doi:10.1016/j.jmps.2006.10.006

Udomsamuthirun2,b 1 Department of science and Mathematics, Faculty of Science and Technology, Pathumwan Institute of Technology, Bangkok 10330,Thailand. 2 Prasarnmit Physics Research Unit, Department of Physics, Faculty of Science, Srinakharinwirot University, Sukumvit 23, Bangkok 10110,Thailand.
Superconductivity is a phenomenon of exactly zero electrical resistance and expulsion of magnetic fields occurring in certain materials when cooled below a characteristic critical temperature.
Introduction The two-band non-magnetic superconductors can be found in borocarbides material.
Hampshire, The non-hexagonal flux-line lattice in superconductors, Journal of Physics: Condensed Matter. 13(2001) 6095-6113
Udomsamuthirun, London penetration depth λ(T) in Type 1.5 superconductor by Ginzburg-Landau approach, Advanced Materials Research. 770(2013) 291-294

Abstract The quest for the lighter materials have motivated the researchers worldwide to develop a newer composites. with the discovery of carbon nanotubes, a class of novel material it has been possible to fabricate the components for the field of automotive and aircraft industries where the strength to weight ratio becomes prominent.
Comparison of stress and deformation of different materials Material Maximum stress [Mpa] Maximum deformation [mm] cast iron 237.74 0.17112 Al7075 182.02 0.13101 Al7075-MWCNT 172.74 0.12433 The FE analysis for Maximum stress and deformation was conducted for three materials namely cast iron, Al7075 alloy (unreinforced) and Al7075-MWCNT composites.
Vieira “Aluminum and Nickel Matrix Composites Reinforced by CNTs: Dispersion/Mixture by Ultrasonication” Metals 2017, 7, 279; doi:10.3390/met7070279 [7] Pham Quang,Young Gi Jeong,Seung Chae Yoon, Sun Hong, Soon Hyung Hong and Hyoung Seop Kim “Carbon Nanotube Reinforced Metal Matrix Nanocomposites Via Equal Channel Angular Pressing” Materials Science Forum Vols. 534-536 (2007) pp. 245-248 [8] Shadakshari R, Dr.Mahesha K, Dr.Niranjan H B “Carbon Nanotube Reinforced Aluminium Matrix Composites” International Journal of Innovative Research in Science, Engineering and Technology Vol. 1, Issue 2,December 2012 pp.206-213 [9] M.
Vieira “CNT-Aluminum Metal Matrix Nanocomposites” ECCM15 - 15TH EUROPEAN CONFERENCE ON COMPOSITE MATERIALS, Venice, Italy, 24-28 June 2012[10] P.
Indian Journal of Engineering, 2014, 10(21), 33-39

Such materials are characterized by exhibiting time-dependent properties that change with the structural level of the material itself [2].
In this context, some constitutive models from the linear viscoelastic theory has been directly used to structured materials modeling [12-15].
The zero-shear-rate viscosity is linked to the viscosity of the completely structured material, so one can say that in more viscous materials the influence of the elastic modulus rate is more important.
Advances in Colloid and Interface Science Vol. 147 (2009), p. 214-227 [3] H.
Thompson: A unified approach to model elasto-viscoplastic thixotropic yield-stress materials and apparent yield-stress fluids.

Effect of rare earth La modification on microstructure and properties of ZL101 alloy ZHANG Xiu-mei*,2,a, SHI Zhi-ming1,2,b,ZHANG Rui-ying1,2,c 1College of Science and Engineering, Inner Mongolia University of Technology, Hohhot 010051 PR China 2Key laboratory of light metal materials, Inner Mongolia, Hohhot 010051 PR China azhxmbb@sina.com, bshizm@imut.edu.cn, czhang_ruiying@126.com *Footnotes: Zhang Xiumei, zhxmbb@sina.com, 15149009393 Keywords: ZL101; rare earth; modification; microstructure; mechanical property Abstract: In this paper, rare earth La modifying ZL101 alloy was studied by using of optical microscope, scanning electron microscopy, universal materials tester and small-load Brinell hardness.
Materials and Method Specimen preparation.
[6] G.Fan,G.Cheng: Journal of Kunming University of Science and Technology Vol.27 (2002), p. 13-15
[8]G.S.Fu,F.S.Sun,L.Y.Ren: Journal of Rare Earths Vol.19 (2001), p. 133-137
[9] R.Z.Hong,Y.J.Zhou,W,B.Yao: Journal of Materials Engineering.

China 2School of Science, Shandong Jianzhu University, Jinan 250101, P.R.
Adopting linear constitutive relation for hyper-elastic materials, the formulation and the solution procedure by Newton-Raphson iteration method are very simple.
Adopting linear constitutive relation for hyper-elastic materials and Newton-Raphson iteration method, the solution procedure is very simple.
Lanzhou railway institute journal(JCR Science Edition).19(2000),p.59-62.
Chinese Journal of Computational Mechanics.19(2002),p.109-111.

It has been tested for turning ductile materials [6,9,10] and brittle materials [7].
Wang: Predictive depth of jet penetration models for abrasive waterjet cutting of alumina ceramics, International Journal of Mechanical Sciences, Vol. 49 (2007), pp. 306-316
Posinasetti: Abrasive waterjet machining of aerospace materials.
Babu: Influence of jet impact angle on part geometry in abrasive waterjet turning of aluminium alloys, International Journal of Machining and Machinability of Materials, Vol. 3 (2008), pp. 120-132
Ali, An experimental study of radial-mode abrasive waterjet turning of steels, Materials Science Forum, Vol. 697-698 (2012), pp. 166-170