Numerical solution of the problem of spatially loaded rods in linear and geometrically nonlinear statements

  • Authors

    • Anarova Shahzoda Amanbayevna Tashkent University of Information technologies
    • Nuraliyev Faxriddin Murodillayevich TASHKENT UNIVERSITY OF INFORMATION TECHNOLOGIES NAMED AFTER MUHAMMAD AL-KHWARIZMI
    • Usmonov Botir Shukurillayevich
    • Chulliyev Shohruh Ibodullayevich
    2018-11-15
    https://doi.org/10.14419/ijet.v7i4.22669
  • Geometrical Nonlinearity, Oscillation, Rod, Spatial Load, Twisting.

  • The article deals with the numerical solution of the problem of spatially loaded rods in linear and geometrically nonlinear statements. The results are presented in the form of graphs. A description of the results obtained and a comparative analysis of all parameters of the task set are given. A comparative analysis between linear and non-linear results is conducted. The aim of problem investigated the statics and dynamics of linear and geometrically nonlinear problem of stress-strain state of rods under spatial loading and the objects of problem are strained processes in linear and geometrically nonlinear problem of the statics and dynamics of rods under spatial loading are given.

     

  • References

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  • How to Cite

    Shahzoda Amanbayevna, A., Faxriddin Murodillayevich, N., Botir Shukurillayevich, U., & Shohruh Ibodullayevich, C. (2018). Numerical solution of the problem of spatially loaded rods in linear and geometrically nonlinear statements. International Journal of Engineering & Technology, 7(4), 4563-4569. https://doi.org/10.14419/ijet.v7i4.22669