Numerical and Analytical Implementation of the Method for Calculating Optimal Modes of Laser Heat Treatment of Electronic Materials
https://doi.org/10.35596/1729-7648-2026-24-4-22-28
Abstract
A modification of the method of parametric optimization of non-stationary thermal conduction processes is proposed in relation to the problems of laser heat treatment of a wide class of materials used in electronic engineering, including semiconductors, dielectrics and superhard materials. Using the Matlab computer mathematics package, a computational algorithm has been developed for the automatic construction of the optimal heating mode according to the specified quality criterion, which makes it possible to significantly reduce the time for the experimental selection of processing parameters. The results of verification of the method are presented on the example of calculating the optimal modes of laser marking of electronic products, confirmed by comparison with known experimental data, which demonstrates the high accuracy of the proposed approach. Particular attention is paid to laser-induced graphitization of diamond, which makes it possible to form conductive structures in the volume of superhard materials, which opens up new prospects for the creation of functional elements of electronic technology based on diamond substrates.
About the Authors
A. KupoBelarus
Kupo Aliaksandr, Cand. Sci. (Tech.), Associate Professor, Head of the Center for Information Technologies
246019, Gomel, Sovetskaya St., 102, Build. 5
E. Shershnev
Belarus
Shershnev E., Dr. Sci. (Tech.), Professor, Head of the Department of General Physics
246019, Gomel, Sovetskaya St., 102, Build. 5
V. Emelyanov
Belarus
Emelyanov V., Corresponding Member of the National Academy of Sciences of Belarus, Dr. Sci. (Tech.), Professor, Chief Scientific Specialist
Minsk
A. Kovaliou
Belarus
Kovaliou A., Senior Lecturer of the Department of General Physics
246019, Gomel, Sovetskaya St., 102, Build. 5
References
1. Rapoport E. Y. (1987) Method of Calculation of Optimal Processes of Thermal Processing of Materials. Physics and Chemistry of Materials Processing. (5). 42–53 (in Russian).
2. Rapoport E. Y. (1984) Some Problems of Optimization of Metal Heating Modes Before Pressure Treatment. Physics and Chemistry of Materials Processing. (3). 54–62 (in Russian).
3. Rapoport E. Y. (1982) Uniform Approximation Problem in Optimization of a Distributed System Described by a Parabolic Type Equation. Siberian Mathematical Journal. 23 (5). 168–191 (in Russian).
4. Shershnev E. B., Kupo A. N. (2025) Optimization of Brittle Non-Metallic Materials Processing in the Production of Electronic Products. Problems of Physics, Mathematics and Technics. (2), 84–90 (in Russian).
5. Kupo A. N., Nikityuk Yu. V., Shershnev E. B., Emelyanov V. A. (2025) Neural Network Modeling of Laser Processing Parameters for Diamonds in Electronics Technologies. Problems of Physics, Mathematics and Technics. (2), 62–66.
6. Kupo A. N. (2025) Laser-Activated Photochemical Processes of Formation of Thin-Film Systems of Microelectronics. Doklady BGUIR. 23 (5), 20–26 (in Russian).
7. Shershnev E. B. (2025) Features of Manufacturing the Element Base of High-Temperature Electronics Using Laser Radiation. Doklady BGUIR. 23 (2), 77–83 (in Russian).
Review
For citations:
Kupo A., Shershnev E., Emelyanov V., Kovaliou A. Numerical and Analytical Implementation of the Method for Calculating Optimal Modes of Laser Heat Treatment of Electronic Materials. Doklady BGUIR. 2026;24(4):22-28. (In Russ.) https://doi.org/10.35596/1729-7648-2026-24-4-22-28
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