Stress Analysis of Aircraft Frameworks

Author:

Hoff N. J.

Abstract

SummaryIt is shown that the calculation of the critical loads of a plane framework is superfluous if the bending moments in the bars due to external moments and to lateral loads are determined by the Hardy Cross moment distribution method as extended by James. Convergence of this method is a proof of the stability of the framework. In Section 1 methods of determining stresses and critical loads in frameworks are discussed. Section 2 deals with the distortion patterns of beam columns on several supports below and above the critical loads. In Section 3 the method of proof of the convergence is outlined, and regular and particular cases are discussed with the aid of numerical examples. The final proof is given in Section 4.

Publisher

Cambridge University Press (CUP)

Reference23 articles.

1. Osgood William R. Column Strength of Tubes Elastically Restrained Against Rotation at the Ends, National Advisory Committee for Aeronautics, Report No. 615, 1938.

2. Hauptaufsätze: Die Knicksicherheit von Rahmentragwerken

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1. The Gauss-Seidel convergence criterion for elastic structural stability;Mechanics Research Communications;1976-01

2. Stabilität ebener Systeme;Stabilität und Schwingungen;1975

3. The critical load of a triangular framework when lateral buckling occurs;Applied Scientific Research;1959

4. SECTION OF PHYSICS AND CHEMISTRY*: STABILITY STUDIES OF STRUCTURAL FRAMES†;Transactions of the New York Academy of Sciences;1950-01

5. Numerical Methods for the Calculation of Elastic Instability;Journal of the Aeronautical Sciences;1947-06

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