The Survey of the Buckling Effect of Laminated Plate under the Thermal Load using Complex Finite Strip Method
This article considers the positional buckling of
composite thick plates under thermal loading . For this purpose , the
complex finite strip method is used . In analysis of complex finite
strip, harmonic complex function in longitudinal direction , cubic
functions in transversal direction and parabola distribution of
transverse shear strain in thickness of thick plate based on higherorder
shear deformation theory are used . In given examples , the
effect of angles of stratification , number of layers , dimensions ratio
and length – to – thick ratio across critical temperature are
considered.
[1] Gossard, M.L. Thermal buckling of plates, NAKA Technical Nate,
No.2771, 1952.
[2] Whitney, J.M and Ashton, J.E, Effect of environment on the elastic
response of layered composite structures, AIAA J .v,pp.1708-1713,1971.
[3] Tauchert, T.R. and Huang, N.N. Thermal bucking of symmetric angelply
laminated plates, Composite structures, 4, pp. 1424-1435, 1987.
[4] Sun, L.X. and Hsu, T.R, Thermal buckling of composite plate with
transverse shear deformation, compute. & structures , 36, pp.883-889
,1990.
[5] Chen, L.W. and Chen L.Y., Thermal buckling analysis laminated plates
by the finite element method , J. Thermal stresses, 12, pp.41.56,1989.
[6] Cheung, M.S and Li,W ,Thermal buckling of thick anisotropic
composite plate by finite strip method ,Structural engng .& Mech., 9.pp
,773-784, 1999.
[7] Reddy, J.N, A simple higher order theory for laminated composite plate ,
J Applied Mechanics 51, pp. 745.752,1984.
[8] The survey of resisting to laminated thick plates using the complex finite
strip method M.S thesis.
[9] Plank R.J. and Wittrick, W.H. Buckling under combined loading of thinflat
walled structures by a complex finite strip method, lnt. J.Numer.
Meth. Engng,8, pp. 323-339, 1974.
[10] Jones , R.M , "Mechanics of composite materials" . Taylor & Francis,
London, 1975.
[1] Gossard, M.L. Thermal buckling of plates, NAKA Technical Nate,
No.2771, 1952.
[2] Whitney, J.M and Ashton, J.E, Effect of environment on the elastic
response of layered composite structures, AIAA J .v,pp.1708-1713,1971.
[3] Tauchert, T.R. and Huang, N.N. Thermal bucking of symmetric angelply
laminated plates, Composite structures, 4, pp. 1424-1435, 1987.
[4] Sun, L.X. and Hsu, T.R, Thermal buckling of composite plate with
transverse shear deformation, compute. & structures , 36, pp.883-889
,1990.
[5] Chen, L.W. and Chen L.Y., Thermal buckling analysis laminated plates
by the finite element method , J. Thermal stresses, 12, pp.41.56,1989.
[6] Cheung, M.S and Li,W ,Thermal buckling of thick anisotropic
composite plate by finite strip method ,Structural engng .& Mech., 9.pp
,773-784, 1999.
[7] Reddy, J.N, A simple higher order theory for laminated composite plate ,
J Applied Mechanics 51, pp. 745.752,1984.
[8] The survey of resisting to laminated thick plates using the complex finite
strip method M.S thesis.
[9] Plank R.J. and Wittrick, W.H. Buckling under combined loading of thinflat
walled structures by a complex finite strip method, lnt. J.Numer.
Meth. Engng,8, pp. 323-339, 1974.
[10] Jones , R.M , "Mechanics of composite materials" . Taylor & Francis,
London, 1975.
@article{"International Journal of Mechanical, Industrial and Aerospace Sciences:59165", author = "A.R.Nezamabadi and M.Mansouri Gavari and S.Mansouri and M.Mansouri Gavari", title = "The Survey of the Buckling Effect of Laminated Plate under the Thermal Load using Complex Finite Strip Method", abstract = "This article considers the positional buckling of
composite thick plates under thermal loading . For this purpose , the
complex finite strip method is used . In analysis of complex finite
strip, harmonic complex function in longitudinal direction , cubic
functions in transversal direction and parabola distribution of
transverse shear strain in thickness of thick plate based on higherorder
shear deformation theory are used . In given examples , the
effect of angles of stratification , number of layers , dimensions ratio
and length – to – thick ratio across critical temperature are
considered.", keywords = "Thermal buckling , Thick plate , Complex finite strip
, Higher – order shear deformation theory.", volume = "5", number = "1", pages = "180-5", }