Features of the Boundary Conditions in the Modelling Mesh Designs Anizogridnyh

Authors

  • T. V. Burnysheva Novokuznetsk Branch Institute of Kemerovo State University
  • O. A. Shteinbreher Novokuznetsk Branch Institute of Kemerovo State University
  • A. D. Ulyanov Novokuznetsk Branch Institute of Kemerovo State University

DOI:

https://doi.org/10.14529/mmp180112

Keywords:

boundary conditions, nite element method, discrete modelling, lattice shells.

Abstract

The inuence of boundary conditions in the numerical calculation of the stress-strain construction of anisogrid structures is considered in the paper. The numerical calculation is based on the application of the unite element method in the variational formulation. The paper presents variants of the fulllment of boundary conditions on the lower and upper edges of the construction. The schemes of fastening in the form of hinged closing and rigid fastening for the bottom edge of designs. The variants of specifying axial loading in the form of a distributed load and a "hard" node for the upper edge of the structures are considered. The article presents the kinematics of a "hard" node for lattice construction. As an example of the eect of xing on calculations, a comparison of the number calculations and eld experiment. The results show that the way to set the boundary conditions has a signicant eect on the calculation results.

Author Biographies

T. V. Burnysheva, Novokuznetsk Branch Institute of Kemerovo State University

Doctor of Engineering Sciences

O. A. Shteinbreher, Novokuznetsk Branch Institute of Kemerovo State University

Senior Lecturer

A. D. Ulyanov, Novokuznetsk Branch Institute of Kemerovo State University

Postgraduate

References

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Vasil'ev V.V., Barynin B.A., Razin A.F., Petrakovskiy S.A., Khalimanovich V.I. [Anizogrid Composite Mesh Design - Development and Application of Space Technology]. Compositesand Nanostructures, 2009, no. 3, pp. 38-50. (in Russian)

Burnysheva T.V., Kaledin V.O. [Comparison of Discrete and Continual Approach to Calculation of a Stressed State of Network Capsulate Designs at a Static Loading]. Nauchnotekhnicheskiy vestnik Povolzh'ya, 2011, no. 4, pp. 113-115. (in Russian)

Bathe K.-Yu. Finite Elements Procedures. New Jersey, Prentice Hall, Pearson Education, 2010.

Kaledin V.O., Kryukova Ya.S., Nagaytseva N.V., Ravkovskaya E.V. [Software System for Algorithmization Numerical Solution of Problems of Continuum Mechanics]. Izvestiya Altayskogo gosudarstvennogo universiteta, 2014, no. 1-1 (81), pp. 161-164. (in Russian)

Burnysheva T.V., Razin A.F., Shteynbrekher O.A. [Evaluation of the Mutual Influence of the Parts Shell Structures under Axial Compression]. Nauchno-tekhnicheskiy vestnik Povolzh'ya, 2012, no. 2, pp. 127-131. (in Russian)

Kaledin V.O., Razin A.F., Burnysheva T.V., Shteynbrekher O.A [Interpretation of These Field Tests of a Capsulate Composite Design at a Static Axial Compression]. Factory Laboratory. Diagnostics of Materials, 2015, vol. 81, no. 3, pp. 53-58.(in Russian)

Published

2018-04-04

Issue

Section

Short Notes