论文信息 - Differential Equations of Stiffened Panels of Ship Structures and Fourier Series Expansions

Differential Equations of Stiffened Panels of Ship Structures and Fourier Series Expansions

Abstract The article presents the theory used in the LBR-5 software for ship structural optimization. Fourier series expansions are applied to solve the governing differential equations. Structures are modeled as cylindrical stiffened shells as the general case, with flat plates as a special instance.

Philippe Rigo | P. Rigo

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