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Elastic Stiffness Properties and Behavior of Truss-Core Sandwich Panel

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TLDR
In this paper, a truss-core sandwich panel is introduced and its elastic properties are presented, where two thin flat sheets, separated by two inclined plates acting as the core and rigidly jointed at their ends, characterize the sandwich section.
Abstract
In this paper, a truss-core sandwich panel is introduced and its elastic properties are presented. Two thin flat sheets, separated by two inclined plates acting as the core and rigidly jointed at their ends, characterize the sandwich section. This construction form eliminates most of the attendant problems of conventional spot-welded or rivet-fastened sandwich panel construction. Advantages of the truss-core panel are discussed. The 3D sandwich panel is idealized as an equivalent 2D orthotropic thick plate continuum. Equivalent bending, twisting, and transverse shear stiffness are derived, and the influence of the relatively weak shear stiffness on the behavior is discussed. By integrating these elastic stiffness constants into closed-form solution, panel response is calculated. The calculated results, which requires significantly less computational effort, agree well with 3D finite-element analysis. Comparisons of stiffnesses and deflections with the corresponding responses of conventional sandwich construction are provided. This study indicates that the truss-core sandwich panel performs better due to its inherently higher flexural resistance per unit weight.

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TL;DR: In this article, a straight beam of a rectangular cross-section pivoted at both ends and loaded with a lengthwise compressive force is considered, where the modulus of elasticity is minimal on the beam axis and assumes maximum values at its top and bottom surfaces.
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Bending behavior of corrugated-core sandwich plates

TL;DR: In this paper, a closed-form solution based on the Mindlin-Reissner plate theory is presented to describe the behavior of corrugated-core sandwich plate bending with various boundary conditions.
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A numerical analysis approach for evaluating elastic constants of sandwich structures with various cores

TL;DR: In this article, the authors employ finite element analysis (FEA) to derive equivalent stiffness properties of sandwich structures with various types of cores, different from conventional continuum cores and honeycomb core.
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Micromechanical Analysis of Composite Corrugated-Core Sandwich Panels for Integral Thermal Protection Systems

TL;DR: In this article, a closed-form solution of the plate response was derived using an energy-approach to determine the variation of plate stiffness and maximum plate deflection due to changing the web angle.
Journal ArticleDOI

Finite element analyses of sandwich structures: a bibliography (1980–2001)

TL;DR: In this paper, a bibliographical review of the finite element analyses of sandwich structures from both theoretical and practical points of view is presented. And the analysis of cellular solids is also included.
References
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Elastic Constants for Corrugated-Core Sandwich Plates

TL;DR: In this article, the authors considered the analysis of a corrugated sheet fastened between two face sheets, and presented formulas and charts for the evaluation of the elastic constants of these constants.
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Elastic Constants for Z‐Core Sandwich Panels

TL;DR: In this paper, the elastic constants for Z-core sandwich panels are summarized and the elastic constant for the shear stiffness in the weaker direction for Z core sandwich panels is derived, and the results obtained from the 2D thick plate bending model with different boundary conditions are compared with a detailed 3D finite element model.
Journal ArticleDOI

Shear Stiffness D Qy for C-Core Sandwich Panels

TL;DR: In this paper, the shear stiffness in the weaker direction for C-core sandwich panels is derived and studied, taking into account the contact interaction between the facing plates and the flanges of the c-core stiffeners.
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