The Linear Anisotropic Plate

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Gilbert, R.P. and Schneider, M. : A boundary-layer theory for the anisotropic plate, Applied Math. Inst. Tech. Report No. 71A, University of Delaware .

Gilbert, R.P. and Schneider, M. : A justification of the two-dimensional model for the orthotropic plate (to appear).

Friedrichs, K.O. and Dressler , R.F. : A boundary-layer theory for elastic plates , Comm. Pure Applied Math., (1) (1961), 1-33.

Lackman, L.M. and Pagano, N.J. : On the prevention of delamination in composite laminates in A1AA, ASME, SAE 15th Structures, Structural Dynamics and Materials Conference paper No. 74-355.

Lekhnitskii, S.G. : Anisotropic Plates, 2nd Edition, Gordon and Breach, New York (1968 ).

Pagano, N.J. : On the calculation of interlaminar normal stress in composite laminate, J. Composite Materials, 8 (1974) pp. 65-82.

Pipes, R.B. and Pagano, N.J. : Interlaminar stresses in composite laminates under uniform axial extensions , J. Composite Materials, 4 (1970) p 538-.

Puppo, A.H. , and Evensen, H.A. : Interlaminar shear in laminated composites under generalized plane stress , J. Composite Materials 4 (1970) pp. 204-220.

Tang, S. : A boundary layer theory - Part I: Laminated Composites in Plane Stress . J. Composite Materials 9 (1975) pp. 33- 41, Part II: Extension of laminated finate strip , (same journal issue) pp. 42-52.