The new issue of the Mathematical Modeling and Computing, Volume 7, Number 1, 2020 has been released.
- Congratulations to Petro Kostrobij
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Simulation of heat distribution in the human eye using discontinuous dual reciprocity boundary element method and non-overlapping domain decomposition approach
Ahmedou Bamba S., Ellabib A., El Madkouri A.
DOI: https://doi.org/10.23939/mmc2020.01.001
pp. 1–13 - A novel computation for predicting time series using fuzzy logical distance connectivity function and visibility graph theory
Ganesh Kumar Thakur, Bandana Priya
DOI: https://doi.org/10.23939/mmc2020.01.014
pp.14–21 - Modeling of internal diffusion mass transfer during filtration drying of capillary-porous material
Z. Ya. Gnativ, O. S. Ivashchuk, Yu. M. Hrynchuk, V. V. Reutskyi, I. Z. Koval, Yu. Z. Vashkurak
DOI: https://doi.org/10.23939/mmc2020.01.022
pp. 22–28 - The method of inverse problems of dynamics for the synthesis of a system of stabilization of the movement of a dynamic object on operatively programmable trajectories
O. A. Mashkov, V. A. Chumakevich, Yu. V. Mamchur, V. R. Kosenko
DOI: https://doi.org/10.23939/mmc2020.01.029
pp. 29–38 - The stress singularity order in a composite wedge of functionally graded materials under antiplane deformation
M. I. Makhorkin, T. A. Skrypochka , A. R. Torskyy
DOI: https://doi.org/10.23939/mmc2020.01.039
pp. 39–47 - Axially symmetric elasticity problems for the hollow cylinder with the stress-free ends. Analytical solving via a variational method of homogeneous solutions
V. F. Chekurin, L. I. Postolaki
pp. 48–63 - Influence of uniaxial and hydrostatic pressures and shear stress $\sigma_{5}$ on the phase transition and thermodynamic properties of quasi-one-dimensional ferroelectrics of the CsH$_2$PO$_4$ type
A. S. Vdovych, I. R. Zachek, R. R. Levitskii, А. Р. Moina
pp. 64–78 - Technological forecast of bearing capacity and properties of contact connection of bimetallic hollow spheres under electromagnetic pulses action
R. S. Musii, N. B. Melnyk, V. A. Dmytruk, U. V. Zhydyk
pp. 79–87 - Mathematical modeling of stationary thermoelastic state in a half plane containing an inclusion and a crack due to local heating by a heat flux
V. M. Zelenyak
pp. 88–95