Blow up and Growth of Solutions for a Kirchhoff-Type Plate Equation With Degenerate Damping

Fatma  Ekinci; Erhan Pişkin

doi:10.5644/SJM.19.01.06

Blow up and Growth of Solutions for a Kirchhoff-Type Plate Equation With Degenerate Damping

Authors

Fatma Ekinci Dicle University Department of Mathematics 21280 Diyarbakır
Erhan Pişkin Dicle University Department of Mathematics 21280 Diyarbakır

DOI:

https://doi.org/10.5644/SJM.19.01.06

Keywords:

Blow up, Exponential growth, Kirchhoff-type equation, Degenerate damping

Abstract

We investigate a Kirchhoff-type plate equation with a degenerate damping term. We prove blow up and exponential growth of the solution under some sufﬁcient conditons on the initial data.

Statistics

Abstract: 46 / PDF: 27

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Published

17.01.2024

How to Cite

Ekinci, F. ., & Pişkin, E. (2024). Blow up and Growth of Solutions for a Kirchhoff-Type Plate Equation With Degenerate Damping. Sarajevo Journal of Mathematics, 19(1), 79–88. https://doi.org/10.5644/SJM.19.01.06