Mathematical methods and physico-mechanical fields. – 2021. – 64, No. 3
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Contents |
2021, 64, No. 3 |
3–4 |
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Kuchminska Kh.
Yo., Deyneka R. M.
Three-dimensional generalization of regular corresponding |
2021, 64, No. 3 |
5–15 |
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Luste
I. P., Pukal’skii |
2021, 64, No. 3 |
16–25 |
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Ostryk V. I.
Method of continuation of the boundary conditions in the problems of
elasticity theory |
2021, 64, No. 3 |
26–40 |
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Shevchuk V. A.
The methodology of investigation of thermal stressed state of bodies with
thin multilayer coatings |
2021, 64, No. 3 |
41–54 |
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Vovk
O. M. Thermal state of a thermosensitive tribosystem under
complex heat transfer |
2021, 64, No. 3 |
55–64 |
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Yuzvyak M.
Yo., Tokovyy Yu. V.
Elastic equilibrium of a hollow cylinder of finite length subjected
to axisymmetric force loading |
2021, 64, No. 3 |
65–89 |
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Vasil’ev
Ê.
V., Sulym H. T. Elastic
equilibrium of anisotropic bimaterial bodies with thin elastic anisotropic
inclusions under longitudinal shear |
2021, 64, No. 3 |
90–103 |
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Makhorkin
M. I., Nykolyshyn M. M. Effect of physical and geometric
characteristics of a cylindrical shell with a longitudinal crack on its
limit equilibrium taking into account the material inertia |
2021, 64, No. 3 |
104–119 |
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Maksymovych
M. O., Sulym H. T., Solyar
T. Ya. Determination of two-dimensional stresses near the rigid inclusions
in anisotropic medium on the basis of the |
2021, 64, No. 3 |
120–130 |
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Kyrylova O. I., Popov V. G. The interaction between a crack and an inclusion in a cylindrical body under the longitudinal shear oscillations |
2021, 64, No. 3 |
131–141 |
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Andreykiv O. Ye., |
2021, 64, No. 3 |
142–149 |
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Maksymuk
Î. V., Sachuk Yu. V.,
Muzychuk Yu. V. Interaction of punches of
canonical shapes with an elastic base with two bedding coefficients |
2021, 64, No. 3 |
150–156 |
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NEW ITEMS and INFORMATION Yarema Hryhorovych Savula (14.05.1946–21.07.2021) |
2021, 64, No. 3 |
157–158 |
