Zobrazeno 1 - 10
of 24
pro vyhledávání: '"V. N. Maksimovich"'
Autor:
O. A. Tsybul'skii, V. N. Maksimovich
Publikováno v:
Journal of Engineering Physics and Thermophysics. 68:828-834
We consider the problem of determining nonstationary nonaxisymmetric temperature fields in bodies of revolution appearing on heating by internal heat sources through and due to convective heat exchange with an external medium. The solution of the pro
Autor:
V. N. Maksimovich, V. V. Drogobitskaya
Publikováno v:
Strength of Materials. 27:185-191
The article presents a new numerically analytical method of calculating the elastoplastic state of locally heated shells based on the integral representation of the solution and on new cubature formulas. The elastic and the elastoplastic state of cyl
Autor:
O. A. Tsybyl'skii, V. N. Maksimovich
Publikováno v:
International Applied Mechanics. 30:766-771
Autor:
T. Ya. Solyar, V. N. Maksimovich
Publikováno v:
Journal of Engineering Physics and Thermophysics. 75:648-650
Refined formulas for determination of the original function from its Laplace transform which is represented in terms of Fourier series are given. For the cases where the asymptotic values of the function are known at large values of the argument, the
Autor:
V. N. Maksimovich
Publikováno v:
Journal of Soviet Mathematics. 65:1955-1958
Solutions of thermoelasticity problems for cylindrical and spherical shells heated by moving heat sources distributed according to a normal (Gaussian) law are obtained in a quasistatic formulation. The results of temperature and stress calculations f
Publikováno v:
Journal of Soviet Mathematics. 62:2518-2523
We solve the thermoplastic problem for a semi-infinite plate under local nonstationary heating by heat sources. The physical equations are taken to be the relations of the nonisothermic theory of plastic flow associated with the Mises fluidity condit
Publikováno v:
Strength of Materials. 22:113-117
The effectiveness of local low-temperature heat treatment of welded plates using moving normally-circular heat sources is investigated based on solution of the problems of thermoelasticity and thermoplasticity. It is shown that dimensions of the heat
Publikováno v:
Soviet Materials Science. 22:291-296
Autor:
V. N. Maksimovich, L. V. Khomlyak
Publikováno v:
Strength of Materials. 15:472-480
Publikováno v:
Soviet Materials Science. 17:561-565