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Titlebook: Summation Theorems in Structural Stability; T. Tarnai Book 1995 Springer-Verlag Wien 1995 engine.stability.structural engineering

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Book 1995ate value of the critical load factor of a complex problem by means of the critical load factors of subproblems by addition. The theorems and formulae are richly illustrated by examples in structural engineering.
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Some Mathematical Aspects of Buckling,y be characterized as the largest (or smallest) eigenvalue of a variational problem, the approximation of this load is a special case of the approximation of all the eigenvalues of a variational problem. A rather detailed analysis of this problem is to be found in the author’s book Variational ., CB
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The Rankine-Merchant Load and its Application,ads of frame structures are discussed. The concept of deteriorated critical loads is explained, and its value in obtaining an understanding of the criteria for failure of structures in the elastic-plastic range demonstrated by reference to examples. The use in the Rankine-Merchant formula of the two
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The Southwell and the Dunkerley Theorems,ained by combining the load factors of subproblems in different ways. If the critical load factors are directly added, then the formula is called a . type formula. If the reciprocals of the critical load factors are added, then the formula is called a . type formula. The practical advantage of the s
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Practical Examples,lity. After three simple examples several more complex problems are discussed involving columns, plates, frames, arches, in which these theorems can be usefully applied. Finally, practical problems associated with the stiffening of buildings and the lateral stability of beams are treated.
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Some Mathematical Aspects of Buckling,tion of all the eigenvalues of a variational problem. A rather detailed analysis of this problem is to be found in the author’s book Variational ., CBMS Regional Conference Series in Applied Mathematics 15, SIAM, Philadelphia, 1974. We refer the interested reader to this book for more details and for references.
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The Southwell and the Dunkerley Theorems,Papkovich theorem, Kollár conjecture, Melan theorem), and show, where possible, the conditions under which the results are on the safe side. The proofs are given in mathematical way, based on the relationships for eigenvalues of linear operators in Hilbert space. The theoretical results are illustrated by examples.
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