An Integrated Methodology For OptimizingStructural Composite DampingD.A. Saravanos*, and C.C. Cbamis**National Aeronautics and Space AdministrationLewis Reserch CenterCleveland, Ohio 44135ABSTRACTA method is presented for tailoring plate and shell composite structures for optimalforced damped dynamic response. The damping of specific vibration modes is optimizedwith respect to dynamic performance criteria including placement of natural frequenciesand minimization of resonance amplitudes. The structural composite damping is synthe-sized from the properties of the constituent materials, laminate parameters, and structuralgeometry based on a specialty finite eIement. Application studies incIude the optimiza-tion of laminated composite beams and composite shei1s with/_ber voIume ratios and plyangles as design variabIes. The results illustrate the signit_cance of damping tailoring tothe dynamic performance of composite structures, and the effectiveness of the method inoptimizing the structural dynamic response.INTRODUCTIONFiber composite materials are broadly utilized in light-weight structures, as they read-ily provide superior specific modulus and strength. In addition to stiffness and strength,polymer-matrix composite materials provide higher material damping than most metals be-cause of their "viscoelastic" matrix and heterogeneity. High specific stiffness and strengthare sufficient conditions for improved static performance, but they do not always ensureimproved dynamic performance. Passive structural damping is also a crucial dynamic prop-erty in vibration and sound control, as it generalJy improves resonance phenomena, settlingtimes, and fatigue life. Composite materials are primarily targeted for structures requir-ing good dynamic performance, such as engine, aircraft, and space structures. Therefore,the inherent damping capacity of composites becomes a significant design factor, makingpolymer-matrix fiber composites even more attractive as structural materials.*National Research Council--NASA Research Associate.**Senior Research Scientist.
[1]
Dimitris A. Saravanos,et al.
Mechanics of damping for fiber composite laminates including hygrothermal effects
,
1990
.
[2]
Dimitris A. Saravanos,et al.
Unified micromechanics of damping for unidirectional fiber reinforced composites
,
1989
.
[3]
C. Chamis,et al.
Mechanics of damping for fiber composite laminates including hygro-thermal effects
,
1989
.
[4]
Brian S. Thompson,et al.
A Methodology for Synthesizing High-Performance Robots Fabricated With Optimally Tailored Composite Laminates
,
1987
.
[5]
Brian S. Thompson,et al.
The Optimal Design of Symmetric Laminated Beams Considering Damping
,
1986
.
[6]
S. Chaturvedi,et al.
The influence of fiber length and fiber orientation on damping and stiffness of polymer composite materials
,
1986
.
[7]
H. Eschenauer,et al.
Fiber-Reinforced Sandwich Plates Under Static Loads—Proposals for Their Optimization
,
1986
.
[8]
R. Adams,et al.
The Damping and Dynamic Moduli of Symmetric Laminated Composite Beams—Theoretical and Experimental Results
,
1984
.
[9]
S. Adibhatla,et al.
Design of Laminated Plates for Maximum Stiffness
,
1984
.
[10]
Sarp Adali,et al.
Multiobjective Design of an Antisymmetric Angle-Ply Laminate by Nonlinear Programming
,
1983
.
[11]
N.G.R. Iyengar,et al.
Optimal design of clamped laminated composite plates
,
1983
.
[12]
Massood Mehrinfar,et al.
Multilevel optimum design of structures with fiber-composite stiffened-panel components
,
1982
.
[13]
Lucien A. Schmit,et al.
Optimum design of laminated fibre composite plates
,
1977
.
[14]
C. W. Bert,et al.
Sinusoidal response of composite-material plates with material damping.
,
1974
.
[15]
Robert D. Adams,et al.
Effect of Fibre Orientation and Laminate Geometry on the Dynamic Properties of CFRP
,
1973
.