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Transcript of 6 Referências Bibliográficas - dbd.puc-rio.br · TIMOSHENKO, S. P.; GERE, J. M. Theory of Elastic...
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6 Referências Bibliográficas
ALIPOUR, M. M.; SHARIYAT, M. Semi-analytical bukling analysis of heterogeneus variable thickness viscoelastic circular plates on elastic foundations. Mechanics research communications, v. 38, p. 594-601, September 2011.
BATHE, K.-J. Finite Element Procedure. United Estates of America:
Prentice Hall, 1996. BAZANT, Z. P.; CEDOLIN, L. Stability of Structures. New Jersey:
Word Scientific, 2010. CHAKRAVERTY, S. Vibration of Plates. New York: Taylor & Francis
Group, 2009. COOK, R. D. et al. Concepts And Applications of Finite Element
Analysis. Fourth. ed. United State: John Wiley & Sons, 2002. HOSSEINI-HASHEMI, S. et al. Exact cloesd-form frequency equations
for thick circular plates using a third-order shear deformation theory. Journal of Sound and Vibration, v. 329, p. 3382-3396, March 2010.
INMAN, D. J. Engineering Vibrations. Fourth. ed. United Estate of
America: Pearson, 2012. KOOHKAN, H. et al. An analitical approach on the buckling analysis
of circular, solid and annular functionally graded thin plates. [S.l.]: Journal of Mechanical Engineering, v. 41, 2010.
LEISSA, A. W. Vibration of Plates. Washinton, D.C.: Office of
Technology Utilization National Aeronautics and Space Administration, 1969. LIEW, K. M.; YANG, B. Elasticity solutions for free Vibrations of
annular plates from three-dimensional analysis. Singapure: international journal of Solid and Structures, 30 May 1998.
MAZHARI, E.; SHAHIDI, A. R. Analysis of post buckling behavior of
circular plates with non-concentric hole using the Rayleigh-Ritz method. Applied Mathenatical Modelling, v. 35, p. 3136-3153, December 2011.
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Capitulo 6 – Referências Bibliográficas 86
REDDY, J. N. Mechanics of Lamineted Composite Plates and Shells
Theory and Analysis. Second. ed. Washington D. C.: CRC Press LLC, 2004.
REDDY, J. N. Theory and Analysis of Elastic Plates and Shells.
Second. ed. United States of America: CRC Press, 2007. SUANNO, R.; ROSAS E SILVA, R. Influence of Distributio, Shear
Deformation, and Rotary Inertia on Flutter Loads. The American Society of Mechanical Enginners, v. 42, p. 249-252, june 2009.
TIMOSHENKO, S. P.; GERE, J. M. Theory of Elastic Stability.
Second. ed. New York: Mc-Graw-Hill, 1963. TIMOSHENKO, S. P.; WOINOWSKY-KRIEGER, S. Theory of Plates
and Shells. Second. ed. New York: McGraw-Hill, 1959. TIMOSHENKO, S.; GOODIER, J. N. Theory of Elasticity. New York:
McGraw-Hill, 1934. VENTSEL, E.; KRAUTHAMMER, T. Thin Plates and Shells. New York:
Marcel Dekker, 2001. WANG, C. M. et al. Axisymmetric Buckling of Circular Mindlin Plates
With Ring Supports. Journal of Structural Engineering, v. 119, p. 782-793, 1993.
WEAVER, JR, W.; TIMOSHENKO, S. P.; YOUNG, D. H. Vibration
Problems in Engineering. Fifth. ed. United Stated of America: John Wiley & Sons, 1990.
YOUNG, W. C. Roark's formulas for Stress & Strain. Sixth. ed. Singapore: McGraw-Hill, 1989.
ZIENKIEWICZ, O. C.; TAYLOR, R. L. El Metodo de los Elementos
Finitos. Cuarta. ed. Madrid: McGraw-Hill, v. 1, 1994.
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Anexo
A. Modelo Computacional para a obtenção de esforços e deslocamentos placa fina.
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Anexo 88
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Anexo 89
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Anexo 90
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Anexo 91
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Anexo 92
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Anexo 93
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Anexo 94
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Anexo 95
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Anexo 96
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Anexo 97
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Anexo 98
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Anexo 99
B. Modelo Computacional para a obtenção de esforços e deslocamentos placa espessa
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Anexo 100
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Anexo 101
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Anexo 102
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Anexo 103
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Anexo 104
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Anexo 105
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Anexo 106
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Anexo 107
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Anexo 108
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Anexo 109
C. Modelo Computacional para a obtenção de frequências da placa espessa.
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Anexo 110
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Anexo 111
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Anexo 112
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Anexo 113
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Anexo 114
D. Modelo Computacional para a obtenção da carga crítica de flambagem da placa espessa.
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Anexo 115
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Anexo 116
E. Modelo Computacional para a obtenção da carga crítica de flambagem dinâmica da placa espessa.
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Anexo 117