[1]E. M. Kerwin & Jr., " Damping of flexural waves by a constrained Viscoelastic layer ", J. Acoust. Soc. Am, Vol. 31, pp. 952-962, 1959.
[2]R. A. DiTaranto, " Theory of vibratory bending for elastic and Viscoelastic layered finite length beam ", Journal of Applied Mechanics, Vol. 32, pp. 881-886, 1965.
[3]H. K. Hong & R. Vaicaitis, " Nonlinear response of double wall sandwich panels ", Journal of Structural Mechanics, Vol. 12, n 4, pp. 483-503, 1984-1985.
[4]O.V. Mazurin, " Universal method of stress analysis of viscoelastic-elastic composites ", Journal of the American Ceramic Society, Vol. 69, n 2, pp. 102-106, Feb, 1986.
[5]C.G. Kim & C.S. Hong, " Viscoelastic sandwich plates with crossply faces ", Journal of Structural Engineering, Vol. 114, n 1, pp. 150-164, Jan, 1988.
[6]J. M. Bai & C. T. Sun, " The effect of Viscoelastic adhesive layers on structural damping of sandwich beams ", Mechanical Structure & Mach., Vol. 23, pp. 1-16, 1995.
[7]R.C. Chang, " Viscoelastic composite with a cracked layer under anti-plane shear ", Theoretical and Applied Fracture Mechanics, Vol. 27, n 1, p 53-62, May, 1997.
[8]W. Scott Burton & A.K. Noor, " Elastic and Viscoelastic Foundation Model ", Finite element in analysis and design, Vol. 26, pp. 213-227, 1997.
[9]J. Hohe & W. Becker, " Assessment of the delamination hazard of the core face sheet bond in structural sandwich panels ", International Journal of Fracture, Vol. 109, n 4, pp. 413-432, June, 2001.
[10]S. J. Huang, " Mathematical modeling of the stress-strain state of adhesive layers in sandwich structures ", Mechanics of composite material, Vol. 38, pp. 103-120, 2002.
[11]Y.B. Cho & R.C. Averill, " First-order zig - zag sublamination plate theory and finite element model for laminated composite and sandwich panels ", Composite Structures, Vol. 50, pp. 1-15, 2000.
[12]T. Fujii, " Dynamic response of sandwich beams with an adhesive damping layer(generalized Maxwell model for a Viscoelastic adhesive layer)", International Journal of Adhesion and Adhesives, Vol. 13, n 3, pp. 201-209, Jul., 1993.
[13]Q. Chen & Y.W. Chan, " Integral finite element method for dynamical analysis of elastic-viscoelastic core ", Computers & structures, Vol. 74, pp. 51-64, 2000.
[14]A.N. Palazotto & E.J. Herup, " Finite element analysis of low-velocity impact on composite sandwich plates ", Composite Structures, Vol. 49, pp. 209-227, 2000.
[15]Yoshiaki Yasui, " Dynamic axial crushing of multi-layer honeycomb panels and impact tensile behavior of the component members ", International Journal of Impact Engineering, Vol. 24, pp. 659-671, 2000.
[16]J.M. Lifshitz & M. Leibowitz , " Optimal sandwich beam design for maximum viscoelastic damping ", International Journal of Solids and Structures, Vol. 23, n 7, pp. 1027-1034, 1987.
[17]B.L. Pierson " Optimal control approach to the design of vibrating elastic-viscoelastic sandwich beams ", Computer Methods in Applied Mechanics and Engineering, Vol. 57, n 1, pp. 37-49, Aug, 1986.
[18]J. Vaswani & N.T. Asnani, " Vibration and damping analysis of curved sandwich beams with a viscoelastic core ", Composite Structures, Vol. 10, n 3, p 231-245, 1988.
[19]A.K. Lall & B.C. Nakra, " Optimum design of viscoelastically damped sandwich panels ", Engineering Optimization, Vol. 6, n 4, p 197-205, Jul, 1983.
[20]Haiming Zhou & Mohan D. Rao , " Vsicoelastic analysis of bonded tubular joints under torson ", International Journal of Solids and Structures, Vol. 30, No. 16, pp. 2199-2211, 1993.
[21]R.D. Mindlin., " Influence of rotatory inertia and shear on flexural motions of isotropic, elastic plates ", Journal of Applied Mechanics, pp. 31-38, March 1951.
[22]Howard G. Allen , " Analysis and design of structural sandwich panels ", Robert Maxwell, 1969.
[23]王文毅, " 複合三明治結構膠黏層的黏彈性質分析 ", 國立中正大學碩士論文 , 2002.[24]薛大為, " 板殼理論 ", 北京工業學院出版社, 1987.
[25]王興業, " 複合材料力學分析與設計 ", 國防科技大學出版社, 1999.
[26]馬振基, " 高分子複合材料上冊 ", 國立編譯館, 1995.
[27]馮元禎, " 連體力學 ", 科技圖書有限公司, 1981.