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Thin-Walled Composite Beams [electronic resource] :Theory and Application / by Liviu Librescu, Ohseop Song.

by Librescu, Liviu [author.]; Song, Ohseop [author.]; SpringerLink (Online service).
Material type: materialTypeLabelBookSeries: Solid Mechanics and Its Applications: 131Publisher: Dordrecht : Springer Netherlands, 2006.Description: XXVI, 607 p. online resource.ISBN: 9781402042034.Subject(s): Engineering | Mechanics, applied | Mechanical engineering | Vibration | Engineering | Engineering, general | Theoretical and Applied Mechanics | Structural Mechanics | Vibration, Dynamical Systems, ControlDDC classification: 620 Online resources: Click here to access online
Contents:
Kinematics of Thin Walled Beams -- The Equations of Motion of Open/Closed Cross-Section Beams -- Additional Equations of the Linear Beam Theory -- Several Theorems in Linear Thin-Walled Beam Theory -- Free Vibration -- Dynamic Response to Time-Dependent External Excitation -- Thin-Walled Beams Carrying Stores -- Rotating Thin-Walled Anisotropic Beams -- Spinning Thin-Walled Anisotropic Beams -- Thermally Induced Vibration and Control of Spacecraft Booms -- Aeroelasticity of Thin-Walled Aircraft Wings -- Open-Section Beams.
In: Springer eBooksSummary: This is the first monograph devoted to the foundation of the theory of composite anisotropic thin-walled beams and to its applications in various problems involving the aeronautical/aerospace, helicopter, naval and mechanical structures. Throughout the theoretical part, an effort was made to provide the treatment of the subject by using the equations of the 3-D elasticity theory. Non-classical effects such as transverse shear, warping constraint, anisotropy of constituent materials yielding the coupling of twist-bending (lateral), bending (transversal)-extension have been included and their implications have been thoroughly analyzed. Thermal effects have been included and in order to be able to circumvent their deleterious effects, functionally graded materials have been considered in their construction. Implications of the application of the tailoring technique and of the active feedback control on free vibration, dynamic response, instability and aeroelasticity of such structures have been amply investigated. Special care was exercised throughout this work to address and validate the adopted solution methodologies and the obtained results against those available in the literature and obtained via numerical or experimental means.
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Kinematics of Thin Walled Beams -- The Equations of Motion of Open/Closed Cross-Section Beams -- Additional Equations of the Linear Beam Theory -- Several Theorems in Linear Thin-Walled Beam Theory -- Free Vibration -- Dynamic Response to Time-Dependent External Excitation -- Thin-Walled Beams Carrying Stores -- Rotating Thin-Walled Anisotropic Beams -- Spinning Thin-Walled Anisotropic Beams -- Thermally Induced Vibration and Control of Spacecraft Booms -- Aeroelasticity of Thin-Walled Aircraft Wings -- Open-Section Beams.

This is the first monograph devoted to the foundation of the theory of composite anisotropic thin-walled beams and to its applications in various problems involving the aeronautical/aerospace, helicopter, naval and mechanical structures. Throughout the theoretical part, an effort was made to provide the treatment of the subject by using the equations of the 3-D elasticity theory. Non-classical effects such as transverse shear, warping constraint, anisotropy of constituent materials yielding the coupling of twist-bending (lateral), bending (transversal)-extension have been included and their implications have been thoroughly analyzed. Thermal effects have been included and in order to be able to circumvent their deleterious effects, functionally graded materials have been considered in their construction. Implications of the application of the tailoring technique and of the active feedback control on free vibration, dynamic response, instability and aeroelasticity of such structures have been amply investigated. Special care was exercised throughout this work to address and validate the adopted solution methodologies and the obtained results against those available in the literature and obtained via numerical or experimental means.

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