To the construction of solutions of dynamic problems for layered media with irregular structure
UDC
539.3Abstract
The approach proposed makes it possible to construct solutions for stationary problems of dynamic theory of elasticity for layered media containing thickness-variable layers, local inclusions or cavities. The construction is based on basic relationships of the method of boundary integral equations that use special types of elementary solutions for different components of a layered medium. Though these types of geophysical structures are widely spread in real practice, the process of mathematical modeling of vibrations generation and propagation in them has been poorly studied.
References
- Ворович И.И., Бабешко В.А. Динамические смешанные задачи теории упругости для неклассических областей. М.: Наука, 1989. 320 с.
- Бенерджи П., Баттерфилд Р. Методы граничных элементов в прикладных науках. М.: Мир, 1984. 494 с.
- Ляпин А.А., Селезнев М.Г., Собисевич Л.Е., Собисевич А.Л. Механико-математические модели в задачах активной сейсмологии. М.: ГНИЦ ПГК(МФ) при КубГУ, 1999. 294 с.
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Copyright (c) 2006 Ляпин А.А., Селезнёв М.Г.
This work is licensed under a Creative Commons Attribution 4.0 International License.