23 citations · 32 across the 10 of their papers we have counts for
10 papers
On a structural acoustic model with logarithmic supercritical source terms
Baowei Feng, Yanqiu Guo, Mohammad A. Rammaha
In this paper, we study a structural acoustic model consisting of a semilinear wave equation defined on a three-dimensional bounded domain, coupled with a Kirchhoff-Love plate equa…
Blow-up of a structural acoustics model
Baowei Feng, Yanqiu Guo, Mohammad A. Rammaha
This article studies the finite time blow-up of weak solutions to a structural acoustics model consisting of a semilinear wave equation defined on a bounded domain $Ω\subset\mathbb…
On the asymptotic behavior of solutions to a structure acoustics model
Baowei Feng, Yanqiu Guo, Mohammad A. Rammaha
This article concerns the long term behavior of solutions to a structural acoustic model consisting of a semilinear wave equation defined on a smooth bounded domain $Ω\subset\mathb…
Global solutions to a structure acoustic interaction model with nonlinear sources
Andrew R. Becklin, Mohammad A. Rammaha
This article focuses on a structural acoustic interaction system consisting of a semilinear wave equation defined on a smooth bounded domain which is strongly couple…
On wave equations of the -Laplacian type with supercritical nonlinearities
Nicholas J. Kass, Mohammad A. Rammaha
This article focuses on a quasilinear wave equation of -Laplacian type: \[ u_{tt} - Δ_p u -Δu_t = f(u) \] in a bounded domain with a sufficiently smooth…
Energy decay of a viscoelastic wave equation with supercritical nonlinearities
Yanqiu Guo, Mohammad A. Rammaha, Sawanya Sakuntasathien
This paper presents a study of the asymptotic behavior of the solutions for the history value problem of a viscoelastic wave equation which features a fading memory term as well as…