Finite-element analysis journals

Khaleel M.M.A., Lin Z., Singh P., Surdoval W., Collin D., 2004. A finite element analysis modeling tool for solid oxide fuel cell development Coupled electrochemistry, thermal and flow analysis in MARC. Journal of Power Sources 130, 136-148. [Pg.91]

Sohn Dongwoo, Jae Hyuk Lim, Young-Sam Cho, Jeong Ho Kim, Seyoung Im. 2011. Finite element analysis of quasistatic crack propagation in brittle media with voids or inclusions. Journal of Computational Physics, 230(17) 6866-6899. [Pg.204]

Sandhu, R.S., Wilson, E.L. (1969). Finite-element analysis of seepage in elastic media. Journal of the Engineering Mechanics Division ASCE 95(EM3) 641-652. [Pg.995]

Edvinsson, R. K., Irandoust, S. (1996). Finite-element analysis of Taylor flow. AIChE Journal, 42, 1815-1823. [Pg.44]

There are an increasing number of journals that include articles using finite-element analysis (FEA) in evaluation of the body and implants. These range from the journals dedicated to the engineering evaluation of the body (such as The Journal of Biomechanics and The Journal etf Biomechanical Engineering) to those associated with surgical and other specialties (such as The Journal of Orthopaedic Research, The Journal of Prosthetic Dentistry, and The Journal of Vascular Surgery). [Pg.221]

Tanguy, P. A., R. Lacroix, F. Bertrand, L. Choplin and E. B. Delafuente, Finite Element Analysis of Viscous Mixing with a Helical Ribbon-Screw Impeller, A.I.CkE. Journal, 38, 939-944 (1992). [Pg.315]

Kamlah, M. and Bohle, U. 2001. Finite element analysis of piezoceramic components taking into account ferroelectric hysteresis behavior. International Journal of Solids and Structures 38, 605-633. [Pg.131]

Tsesarsky, M., Gal, E. and Machlav E. 2013. 3-D global-local finite element analysis of shallow underground caverns in soft sedimentary rock. International Journal of Rock Mechanics Mining Sciences 57 89-99. [Pg.343]

Hosseinzadeh H, Cheraghi N, Taheri F (2006) An engineering approach for design and analysis of metallic pipe joints under torsion by finite element method . Journal of Strain Analysis for Engineering Design, 41(6), 443 52. [Pg.703]

Lallemand, B., Cherki, A., Tison, T. 6c Level, P. 1999. Fuzzy modal finite element analysis of structures with imprecise material properties. Journal of Sound and Vibration, Vol. 220, No.2, pp. 353-364. [Pg.107]

Murmane, R.A. Johnson, W.W. Moreland, N.J. The analysis of glass melting processes using three-dimensional finite elements. International journal for numerical methods in fluids, Vol 8, 1491-1511, 1988. [Pg.248]

I believe that In 1981 Wang and Cheng published two papers on this subject In ASME s Journal of Applied Mechanics. Their analysis Includes Vichard s approach for the fluid film behaviour, and it was combined with a Finite Element analysis for the bending and torsion In the gears. [Pg.669]

Guo, N. Cawley, P. Hitchings, D. (1992). The Finite Element Analysis of the Vibration Characteristics of Piezoelectric Discs, Journal of Sound and Vibration, Vol..l59, No.l, pp.115- 38, ISSN 0022-460X... [Pg.39]

Kunkel, H. A. Locke, S. Pikeroen, B. (1990). Finite-Element Analysis of Vibrational Modes in Piezoelectric Ceramics Disks, IEEE Transactions on Ultrasonics Ferroelectrics and Frequency Control, Vol. 37, No. 4, pp.316-328, ISSN 0885-3010 Masaki, M. Hashimoto, H. Masahiko, W. Suzuki, I. (2008). Measurements of Complex Materials Constants of Piezoelectric Ceramics Radial Vibrational Mode of a Ceramic Disk, Journal of the European Ceramic Society, Vol.28, Issue.l, pp.133-138, ISSN 0955-2219... [Pg.40]

Zhang, Y. W., Bower, A. F., Xia, L. and Shih, C. F. (1999), Three dimensional finite element analysis of the evolution of voids and thin films by strain and electromigration induced surface diffusion. Journal of the Mechanics and Physics of Solids 47, 173-199. [Pg.802]

VANMARCKE, E., and 6R1G0RIU, M., Stochastic Finite Element Analysis of Simple Beams, Journal of Engineering Mechanics, ASCE, Vol. 109, No. 5,(1983), pp. 1203-1214... [Pg.83]

Pena E, Calvo B, Martinez M, Palanca D, Doblare M (2005) Finite element analysis of the effect of meniscal tears and meniscectomies on human knee biomechanics. Clinical Biomechanics 20 498-507. Beillas P, Papaioannou G, Tashman S, Yang K (2004) A new method to investigate in vivo knee behavior using a finite element model of the lower limb. Journal of Biomechanics 37 1019-1030. [Pg.178]

Y. Shen, K. Chandrashekhara,W.F. Breig, LR. Oliver, (2005) Finite element analysis ofV-ribbed belts using neural network based hyperelastic material model, Intematimal Journal of Non-linear Mechanics 40 875 - 890... [Pg.414]

Zhang QH, Teo EC, Ng HW et al. (2006) Finite element analysis of moment-rotation relationships for human cervical spine. Journal of Biomechanics 39 189-193... [Pg.442]

Adhesion Society. He is active in organising conferences and publishing and was a founder member of EURADH and WCARP, the main European and World series on Adhesion. He has been Joint Editor-in-Chief of the International Journal of Adhesion and Adhesives since 1999. His main research area is on adhesively bonded joints and he pioneered the application of finite element analysis for determining the stresses, strains, and strength of such joints. In addition to his adhesives research, he has also worked extensively on vibration properties in composites and developed low-velocity impact tests for non-destructively testing composites and sandwich structures. [Pg.1553]

Although many interface models have been given so far, they are too qualitative and we can hardly connect them to the mechanics and mechanism of carbon black reinforcement of rubbers. On the other hand, many kinds of theories have also been proposed to explain the phenomena, but most of them deal only with a part of the phenomena and they could not totally answer the above four questions. The author has proposed a new interface model and theory to understand the mechanics and mechanism of carbon black reinforcement of rubbers based on the finite element method (FEM) stress analysis of the filled system, in journals and a book. In the new model and theory, the importance of carbon gel (bound rubber) in carbon black reinforcement of rubbers is emphasized repeatedly. Actually, it is not too much to say that the existence of bound rubber and its changeable and deformable characters depending on the magnitude of extension are the essence of carbon black reinforcement of rubbers. [Pg.519]

J. P. da Silva, H. E. Hemandez-Figueroa, and A. M. F. Frasson, Improved vectorial finite-element BPM analysis for transverse anisotropic media, Journal of Lightwave Technology 21, 567-576 (2003). [Pg.279]

Hemez, F. M. and Farhat, C. Structural damage detection via a finite element model updating methodolt y. International Journal of Analytical and Experimental Modal Analysis 10(3) (1995), 152-166. [Pg.283]

Sahoo, P., Ghosh, N., 2007.Finite Element Contact Analysis of Fractal Surfaces, Journal of Physics D Applied Physics, Vol. 40, pp 4245-4252. [Pg.8]

Tan, X.H. Wang, J.G. Liu, X.R. et al. 2007. Finite element reliability computation and sensitivity analysis of slope stability. Chinese Journal of Rock Mechanics and Engineering 26(1) 115-122. [Pg.825]

Barbato, M., Zona, A. Conte, J.P. 2007. Finite element response sensitivity analysis using three-field mixed formulation general theory and application to frame stmctures. International Journal for Numerical Methods in Engineering, 69(1), 114-161. [Pg.41]

Zona, A., Barbato, M. Conte, J.P. 2005. Finite element response sensitivity analysis of steel-concrete composite beams with deformable shear connection. Journal of Engineering Mechanics (ASCE), 131(11) 1126-1139. [Pg.42]

Rao, S. Sawyer, P. 1995. Fuzzy Finite Element Approach for the Analysis of Imprecisely Defined Systems, AIAA Journal, Vol. 33, No. 12, pp. 2364—2370. [Pg.107]

Silva, M.B., Skjoedt, M., Bay, N. and Martins, RA.F. (2009) Revisiting single-point incremental forming and formability/failure diagrams by means of finite elements and experimentation. Journal of Strain Analysis for Engineering Design, 44 221-34. [Pg.330]

J. N. Reddy is the Clifton C. Garvin Professor of Engineering at Virginia Tech. He obtained his Ph.D. in applied mechanics in 1974. After spending about a year with Lockheed Missile and Space Company in Huntsville, Alabama, he joined the faculty of the University of Oklahoma. In 1980 he moved to Virginia Polytechnic Institute as a full professor and, in 1986, was appointed to the named professorship. Dr. Reddy is the author of six books, including An Introduction to the Finite Element Method (McGraw-Hill, 1984) and over 120 journal articles in the areas of applied mechanics, mathematics, and numerical analysis. [Pg.452]

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