DEFORMATION OF LAYERED SOIL

被引:0
|
作者
Belmas, I. V. [1 ]
Trikilo, A. I. [1 ]
Bilous, O. I. [1 ]
Tantsura, H. I. [1 ]
Fesan, O. M. [2 ]
机构
[1] Dnipro State Tech Univ, Kamianske Str 2, Dniprobudivska 51900, Russia
[2] Kyiv Natl Univ Construct & Architecture, Kyiv, Ukraine
关键词
two-layer soil support of the structure; stress function; mechanical properties of the material; stress; displacement; deformations;
D O I
10.32347/2410-2547.2024.112.125-131
中图分类号
TB3 [工程材料学];
学科分类号
0805 ; 080502 ;
摘要
One of the consequences of the aggression of the russian federation in Ukraine is a change in the properties of the surface layers of some regions of the soil. Construction of structures in such areas must be carried out considering the above. In order to create prerequisites for taking into account the artificially created layering of the soil, an algorithm for analytical determination of the stress-strain state of a two-layered soil was developed in a linear setting within the limits of plane deformation. Layers are considered as linear elastic bodies of limited dimensions in the plan. The algorithm is based on the Ery stress function with arbitrary coefficients, on the dependence of the indicators of the stress-strain state of the soil layers on it and on the mechanical indicators of the material of the layers, the thickness of the artificially formed surface layer. The algorithm provides for the formulation of the load conditions by the normally distributed force of part of the soil surface, the conditions of the interaction of the layers, and the unlimited thickness of the main soil layer.The listed conditions and features of the layers constitute a system of linear algebraic equations. The solution of the system of levels provides an opportunity to determine the coefficients of the stress function and, accordingly, to determine the indicators of the stress-strain state of the two-layer soil support. The generalization of the results, carried out by planning the experiment for the selected limits of possible realizations of the mechanical properties of the soil layers, allows for determining the deflections of the surfaces of the layers depending on individual factors.The following is established. The characteristics of the dependences of the deflections of the layer surfaces on other parameters are similar. Maximum deflections decrease with increasing surface layer thickness. Deflections of the interaction surface of the soil layers are linearly dependent on the Poisson ratio of the main soil layer and decrease as the ratio increases. The results obtained within the limits of the linear formulation can be considered sufficiently reliable because they are obtained analytically and generalized by the methods of the linear theory of elasticity and the method of planning the experiment.
引用
收藏
页码:125 / 131
页数:7
相关论文
共 50 条
  • [21] PREDICTIVE SIMULATION OF DEFORMATION AND FAILURE OF PEAT-CALCAREOUS SOIL LAYERED GROUND DUE TO MULTISTAGE TEST EMBANKMENT LOADING
    Takaine, Toshihiro
    Tashiro, Mutsumi
    Shiina, Takahiko
    Noda, Toshihiro
    Asaoka, Akira
    SOILS AND FOUNDATIONS, 2010, 50 (02) : 245 - 260
  • [22] Assessment of soil deformation at forest soils - Relevance of field soil science deformation parameters to the actual soil aeration
    Gaertig, T
    Puls, C
    Schack-Kirchner, H
    Hildebrand, EE
    ALLGEMEINE FORST UND JAGDZEITUNG, 2000, 171 (12): : 227 - 234
  • [23] Ripplocations: A universal deformation mechanism in layered solids
    Barsoum, M. W.
    Zhao, X.
    Shanazarov, S.
    Romanchuk, A.
    Koumlis, S.
    Pagano, S. J.
    Lamberson, L.
    Tucker, G. J.
    PHYSICAL REVIEW MATERIALS, 2019, 3 (01):
  • [24] High strain rate deformation of layered nanocomposites
    Lee, Jae-Hwang
    Veysset, David
    Singer, Jonathan P.
    Retsch, Markus
    Saini, Gagan
    Pezeril, Thomas
    Nelson, Keith A.
    Thomas, Edwin L.
    NATURE COMMUNICATIONS, 2012, 3
  • [25] Tailoring thermal deformation by using layered beams
    Wetherhold, Robert C., 1600, Elsevier Science Ltd, Oxford, United Kingdom (53):
  • [26] Nanoscale buckling deformation in layered copolymer materials
    Makke, Ali
    Perez, Michel
    Lame, Olivier
    Barrat, Jean-Louis
    PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA, 2012, 109 (03) : 680 - 685
  • [27] ADHESION AND DEFORMATION OF METAL POLYIMIDE LAYERED STRUCTURES
    FAUPEL, F
    YANG, CH
    CHEN, ST
    HO, PS
    JOURNAL OF APPLIED PHYSICS, 1989, 65 (05) : 1911 - 1917
  • [28] High strain rate deformation of layered nanocomposites
    Jae-Hwang Lee
    David Veysset
    Jonathan P. Singer
    Markus Retsch
    Gagan Saini
    Thomas Pezeril
    Keith A. Nelson
    Edwin L. Thomas
    Nature Communications, 3
  • [29] A model of plastic deformation of layered porous materials
    Bahlyuk, H. A.
    MATERIALS SCIENCE, 2007, 43 (03) : 442 - 445
  • [30] A model of plastic deformation of layered porous materials
    H. A. Bahlyuk
    Materials Science, 2007, 43 : 442 - 445