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An Expansion of Boundary Theory and the Application of Joint Condition

An Expansion of Boundary Theory and the Application of Joint Condition
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摘要 The manuscript reviews the history and quo of the theory of Timoshenko’s method in stability analysis of compressive levers first, taking an example to explain the m-simulation method and putting forward the 3rd-7th boundary conditions demonstrating their superiorities in improving the precision through examples, followed by proposing and applying the join conditions in the stability analysis of combined axial force compressive levers gaining success. Through a brief example showing the effect of some related theories in a simple structural stability analysis, its application prospect is discussed. The manuscript reviews the history and quo of the theory of Timoshenko’s method in stability analysis of compressive levers first, taking an example to explain the m-simulation method and putting forward the 3rd-7th boundary conditions demonstrating their superiorities in improving the precision through examples, followed by proposing and applying the join conditions in the stability analysis of combined axial force compressive levers gaining success. Through a brief example showing the effect of some related theories in a simple structural stability analysis, its application prospect is discussed.
作者 R. Song S. X. Wu
出处 《Open Journal of Applied Sciences》 2015年第12期844-859,共16页 应用科学(英文)
关键词 Stability Analysis Energy METHOD BC. (Abbreviation of Boundary Condition) m-Simulation METHOD y(n)-Simulation METHOD Trial Function JC. (Abbreviation of JOIN Condition) Stability Analysis Energy Method BC. (Abbreviation of Boundary Condition) m-Simulation Method y(n)-Simulation Method Trial Function JC. (Abbreviation of Join Condition)
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