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In this study, a simple controllability evaluation procedure is suggested to screen out design alternatives using relative order analysis and structural decomposition.
In this study, a simple procedure to evaluate controllability using relative order analysis and structural decomposition is suggested to select design alternatives.
In this study, a simple controllability evaluation and improvement procedure is suggested to screen out design alternatives using relative order analysis and structural decomposition and to improve the controllability.
This provides a simple improved method for determining the effects of flange curling, namely by determining the flange curling deformations from a first order analysis and accounting for them in determining the stress distribution.
This novel method does not need angular resampling algorithm which is the key step of the computed order analysis, and is hence free from the deficiencies of computational error and efficiency.
Finally, the accuracy of estimated ridge is further demonstrated by order analysis and one of the planet bearings in planetary gearbox with an inner race defect can be detected based on the order spectrum.
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The method can be used for the second-order analysis and optimization design of framed structures.
This paper fills the gap by proposing a practical second-order analysis and design method for trusses composed of angles sections.
By using these exact shape functions in computer software, the second-order analysis and the nonlinear integrated design become reliable and easy to use for practical purposes.
The terms "Second-order Analysis" and "Direct Analysis" appear in many modern design codes but many engineers consider this as a method for checking only the second-order sway effect, nonlinear sway moment or a tool for academic research.
By adopting the classical equilibrium moment or setting the so-called "magic" parameter to 1/12, the anisotropic term can be eliminated, which is found from the present third-order analysis and also validated numerically.
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