Showing 181 - 200 results of 7,093 for search '"\"((\"linear structure\\") OR (\"linear (structures\" OR structural\")))~\""', query time: 0.33s Refine Results
  1. 181

    Dirac structures on Hilbert spaces by A. Parsian, A. Shafei Deh Abad

    Published 1999-01-01
    “…The graph of any densely defined skew symmetric linear operator on a Hilbert space is, also, shown to be a Dirac structure. …”
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  2. 182

    FRACTURE BEHAVIOR STUDY OF THE OCTET-TRUSS LATTICE STRUCTURES AND STRUCTURAL TOUGHENING DESIGN by HE Wanqing, WANG Yuhang, LUO Weihong, WANG Zhiyong

    Published 2025-02-01
    “…Octet-truss lattice structure is one of the preferred materials in engineering field with light, high strength and high toughness properties.Three-point bending experiments were carried out on Ti6Al4V Octet-truss lattice structure with shallow pre-crack, and the fracture process was observed by digital image correlation (DIC) technique.To further study the fracture toughness of Octet-truss lattice structure, the fracture behavior of the structure under three-point bending load was analyzed by finite element method.The mechanical response of the truss member for the structure was characterized by the isotropic elastoplastic mechanical model.The validity of the finite element model was verified by experiments.Based on the elastic-plastic fracture behavior of the structure, the <italic>J</italic>-integral method was used to calculate the fracture toughness of the Octet-truss lattice structures.The results show that the fracture toughness of the Octet-truss lattice structure increases linearly with the relative density and the square root of the truss length.For the truss member at the crack tip, truss in different planes have different stress states and deformation modes with the same cross-sectional size.According to the failure mode of the structure, the stress state of truss from different planes is balanced by optimizing the proportion of the cross-section size, which can optimize toughness of the lattice structure with same relative density.…”
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    Structural applications of CODE_BRIGHT: a review on numerical modelling of reinforced soil structures by Aníbal Moncada, Aníbal Moncada, Ivan P. Damians, Ivan P. Damians, Ivan P. Damians

    Published 2025-05-01
    “…Several factors must be considered when modelling RSS, including reinforcement response, which can be non-linear under several circumstance (including time- and temperature-dependencies), soil-reinforcement interaction, soil-structure interaction, and soil response, all of which can be affected by the presence of moisture. …”
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    Topological analysis and predictive modeling of amino acid structures with implications for bioinformatics and structural biology by Huili Li, Anisa Naeem, Shamaila Yousaf, Adnan Aslam, Fairouz Tchier, Keneni Abera Tola

    Published 2025-01-01
    “…The molecular structure of amino acid structures are examined using topological indices that are based on both distance and degree. …”
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    Structural Damping with Friction Beams by L. Gaul, J. Roseira, J. Becker

    Published 2008-01-01
    “…In the last several years, there has been increasing interest in the use of friction joints for enhancing damping in structures. The joints themselves are responsible for the major part of the energy dissipation in assembled structures. …”
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  15. 195

    Selecting Optimal Dimensions of Internal Tube in Tube-in-Tube Structural Systems Based on Structural Parameters by Mohammad Babaei, Yaghoub Mohammadi, Amin Ghannadiasl

    Published 2021-03-01
    “…Tubular structural systems are one of the most common types of systems in high-rise structures. …”
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  16. 196

    Method for solving quantifier linear equations based on the algebra of linear predicate operations by Zoya Dudar, Volodymyr Liashyk

    Published 2025-02-01
    “…The subject involves structured approaches that extend the existing set of mathematical tools for processing complex relationships within databases and computational systems. …”
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    Dynamic Interactions of Inelastic Structures and Fluids by W. Brunner, H. Irschik

    Published 1994-07-01
    “…The inelastic parts of the strain in the beam are treated as unknown eigenstrains acting upon the linear elastic background structure. By means of this consistent eigenstrain analogy, the dynamic interaction problem is represented in a linear form. …”
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