Propagation of a spherical wave in elastoplastic medium with complex equations of state

The propagation of a spherical wave in the soil is solved in an analytically inverse way for soils with more complex equations of state. The results are obtained to propagate a spherical shock wave in soil with a more complex equation of state for the shape change in the medium. The study shows that...

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Bibliographic Details
Published in:E3S web of conferences 2021-01, Vol.264, p.2041
Main Authors: Khudainazarov, Sherzod, Donayev, Burkhon, Ashirov, B
Format: Article
Language:English
Subjects:
Elastic media
Elastoplasticity
Equations of state
Mathematical analysis
Shock waves
Soils
Spherical waves
Wave propagation
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Summary:The propagation of a spherical wave in the soil is solved in an analytically inverse way for soils with more complex equations of state. The results are obtained to propagate a spherical shock wave in soil with a more complex equation of state for the shape change in the medium. The study shows that taking into account the nonlinear elastic shock waves of the annular stress leads to an increase compared to the elastic medium. Note that in using a complicated equation of state of the soil, a spherical shock wave propagates in the soil, behind the front of which, in the disturbance region, the medium is unloaded.
ISSN:2267-1242
2555-0403
2267-1242
DOI:10.1051/e3sconf/202126402041