Fesenko A. The mixed spatial elasticity problems for the semi-infinite layer

Українська версія

Thesis for the degree of Candidate of Sciences (CSc)

State registration number

0414U005067

Thesis Registration Form

0414U005067.pdf

Applicant for

Specialization

  • 01.02.04 - Механіка деформівного твердого тіла

17-10-2014

Specialized Academic Board

К 41.051.05

Essay

Dissertation is devoted to the development of a new solving method for the elasticity spatial problems, which is based on reduction of Lame's equations sistem to two together and one independent solved equations relatively to the new unknown functions associated with the displacements. The new approach is applied to the construction of the mixed spatial boundary value problems' analytic solutions for an elastic semi-infinite layer under the action of the external and internal loads of different nature. The special numerical analytical method is worked out with the aim to calculate the integrals from the oscillating functions that arise during the inversion procedure and to transform these integrals to the form convenient to the calculations.

Read more

Files

dis1.pdf

dis2.pdf

dis3.pdf

dis4.pdf

ФЕСЕНКО.pdf

Similar theses

0523U100251

Bohdan Kalynyak

Analytical determination of thermoforce loads of inhomogeneous bodies to ensure target thermal stress states.

0423U100017

Yuzvyak Mykola Yo.

Development of the direct integration method towards the elasticity and thermoelasticity problems for solids with the plane and cylindrical surfaces

0421U103999

Shyshkovskyy Roman O.

Evaluation of strength and life time of structural elements under complex loading using the energy approach

0521U101952

Yaremchenko Sergiy Mykolayovych

Numerical analysis of unhomogeneus sturcture cylinders and spheres stationary deformation on the basis various models

0521U101833

Domichev Kostiantyn Eduardovych

Method of research of structural elements from functionally inhomogeneous materials at big deformations