Zobrazeno 1 - 10
of 10
pro vyhledávání: '"M. K. Kleiner"'
Autor:
Avraham Shitzer, M. K. Kleiner
Publikováno v:
Bulletin of Mathematical Biology. 38:369-386
A general analysis is presented for the thermal behavior of a biological tissue. Energy transport by the circulatory system is assumed to be represented by a modified Fick's law. General boundary conditions are assumed for the two-dimensional model a
Autor:
M. K. Kleiner
Publikováno v:
Journal of Engineering Physics. 11:168-171
A solution has been found, by the method of finite integral transformations, of the heat conduction equation for a hollow cylinder, heated asymmetrically around its perimeter, under general boundary conditions. Formulas are given which reduce the pro
Autor:
A. V. Volodarskii, A. A. Mikhelev, M. I. Davidzon, M. Ya. Antimirov, A. A. Panferova, A. D. Dvoiris, A. G. Sirotin, A. Sh. Leizerovich, E. R. Plotkin, Yu. L. Izrailev, A. A. Armand, V. V. Krasheninnikov, Yu. V. Mironov, V. K. Safonov, A. Z. Volynets, L. K. Tsabek, I. V. Rozen, A. G. Zhdanov, V. E. Lyusternik, B. V. Zheleznyi, B. S. Gonchar, A. M. Aizen, M. K. Kleiner, V. F. Stepanchuk, M. L. Guris, V. M. Popov, N. M. Nedosekina, V. A. Palagin, V. F. Dunskii, N. V. Nikitin, Yu. T. Borshchevskii, I. M. Fedotkin, M. N. Chepurnoi, V. �. Shnaider
Publikováno v:
Journal of Engineering Physics. 23:1459-1476
Autor:
M. K. Kleiner
Publikováno v:
Journal of Engineering Physics. 18:219-226
Approximate solutions of problems of thermal conductivity in a moving layer are obtained by the Brovman-Surin method [5] and integral heat balance method [8].
Autor:
T. A. Kurskaya, E. P. Levchenko, R. S. Mikhal'chenko, A. M. Rybalko, B. Ya. Sukharevskii, V. I. Lisitsyn, V. N. Vilyunov, L. A. Gruzkov, V. A. Korobkov, V. I. Pogorelov, A. A. Voloshko, A. V. Vurgaft, Yu. P. Fokin, A. N. Sizov, V. F. Kolesov, Ya. P. Boikova, N. P. Glazkov, N. P. Zlobina, L. B. Tsimermanis, E. P. Kazakov, R. S. Kuznetskii, G. G. Golov, V. M. Guba, Yu. S. Postol'nik, V. A. Garanchuk, M. K. Kleiner, M. I. Dubovis
Publikováno v:
Journal of Engineering Physics. 21:1457-1470
Autor:
S. V. Stepanov, A. I. Logvinenko, V. N. Serebryanskii, M. K. Kleiner, V. E. Davidson, A. P. Tolstopyat, N. P. Fedorin
Publikováno v:
Journal of Engineering Physics. 21:942-948
Autor:
M. K. Kleiner
Publikováno v:
Journal of Engineering Physics. 23:1164-1169
An approximate solution is obtained to the problem of heat conduction during the heating of bulky bodies in a flow bed with a linearly variable water equivalent of the gases.
Publikováno v:
Journal of Engineering Physics. 17:1314-1317
Autor:
M. K. Kleiner
Publikováno v:
Journal of Engineering Physics. 15:994-997
Solutions are obtained to linearized asymmetric heat-conduction problems for thin- and thick-walled tubes, with consideration of the radiation inside the tubes. It is shown that linearization is permissible.
Autor:
M. K. Kleiner, Avraham Shitzer
Publikováno v:
Journal of biomechanical engineering. 102(2)
A general, one-dimensional steady-state analysis of the thermal behavior of biological tissues is presented. The three major geometries, i.e., rectangular, cylindrical and spherical, are considered along with boundary conditions of the general type.