[PDF] Top 20 Energy Decay for a Von Karman Equation of Memory Type with a Delay Term
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Energy Decay for a Von Karman Equation of Memory Type with a Delay Term
... of delay may be a source of instability (see ...time delay effects has become an active area of research (see [18] [17] [19] [20] and references ...wave equation with a time-delay of the form ... See full document
11
Blow-up results for a quasilinear von Karman equation of memory type
... a von Karman system with memory boundary ...a von Karman system with acoustic boundary conditions was treated by [16, ...the energy decay for a von Karman ... See full document
14
Exponential decay rate for a quasilinear von Karman equation of memory type with acoustic boundary conditions
... wave equation with nonlinear damped acoustic boundary ...and decay of solutions for a viscoelastic wave equation with acoustic boundary ...wave equation with porous acoustic boundary ... See full document
14
General energy decay for nonlinear wave equation of $phi-$Laplacian type with a delay term in the internal feedback
... and energy decay have been previously studied by several authors (see [1, 3, 11, 12, 13]) and many energy estimates have been derived for arbitrary growing feedbacks (polynomial, exponential or ... See full document
10
Energy decay for a viscoelastic Kirchhoff plate equation with a delay term
... where L is the length of the beam and α, β, γ are positive physical constants. Since then many mathematicians studied the related model in one dimension and higher dimensions. The main results are mainly concerned with ... See full document
16
Exponential decay rates for a full von Karman thermoelastic system with nonlinear thermal coupling
... Uniform decay rates for regular solutions to full von Karman system, without the thermal components, were recently proved for the models with additional mechanical dissipation added on the boundary ... See full document
26
General decay for weak viscoelastic Kirchhoff plate equations with delay boundary conditions
... a decay rate of the solutions for weak viscoelastic Kirch- hoff plate equations with time-varying delay in the ...a decay estimate for the energy, which depends on the behavior of both α and ... See full document
17
General decay for Kirchhoff plates with a boundary condition of memory type
... form decay for plates with memory was studied in [–] and the references ...the memory term act- ing in the domain or at the boundary (see ...the decay results for ... See full document
11
A general decay result for a semilinear heat equation with past and finite history memories
... and energy decay of solutions for this type of problems involving a finite history memory term has attracted much attention; see [3–12] and the references ... See full document
15
Weighted integral inequality and applications in general energy decay estimate for a variable density wave equation with memory
... the energy for the evolution ...Marguerre–von Karman system, some en- ergy decay rate estimates were obtained in [11–15, 19, 20] and the references ... See full document
16
General stability for the Kirchhoff-type equation with memory boundary and acoustic boundary conditions
... general decay for the Kirchhoff plates, the Timoshenko system and the von Karman plate system with viscoelastic boundary condi- tions under condition ...general decay result of the differential ... See full document
19
General decay for viscoelastic plate equation with p-Laplacian and time-varying delay
... Kelvin–Voigt type dissipation or strong dissipation; it appears in phenomena of wave propagation in a viscoelastic ...wave equation with Kelvin–Voigt dissipation and a derivative ...evolution ... See full document
11
General decay of solutions for Kirchhoff type containing Balakrishnan-Taylor damping with a delay and acoustic boundary conditions
... general decay of solutions for Kirchhoff type containing Balakrishnan-Taylor damping with a time-varying delay and acoustic boundary ...Kirchhoff type equations containing Balakrishnan- Taylor ... See full document
21
New general decay results in an infinite memory viscoelastic problem with nonlinear damping
... and established, for a(x) +b(x) ≥ ρ > 0, an exponential stability result for g decaying expo- nentially and h linear and a polynomial stability result for g decaying polynomially and h nonlinear. Rivera [5] considered ... See full document
15
Decay uncovered in nonverbal short-term memory
... short-term memory literature ...not decay of the standard tone memory trace that accounts for poorer performance when the RI is extended, but rather it reflects wandering attention or lack of ... See full document
26
Global existence of solutions and energy decay for a Kirchhoff type equation with nonlinear dissipation
... 1 Introduction In this paper, we investigate the existence and asymptotic stability of global solutions for the initial boundary value problem of the following Kirchhoff-type equation wit[r] ... See full document
10
General decay of solutions to a one-dimensional thermoelastic beam with variable coefficients
... where u(x, t) represents the longitudinal displacement of a particle. The functions m(x), p(x), and δ(x) denote the mass per unit length of the structure, the coefficient of internal material damping, and a positive ... See full document
13
Global solutions for a nonlinear hyperbolic equation with boundary memory source term
... theory of electromagnetic materials with memory which obey the Ohm’s law. It can also describe the temperature evolution in a rigid conductor with a memory. We refer to [8, 9] to see the details. In many ... See full document
16
Global Existence, Asymptotic Behavior and Blow-up of Solutions for a Suspension Bridge Equation with Nonlinear Damping and Source Terms
... However, when people study the collapse of Tacoma Narrows Bridge in 1940, they came to realize that it was not appropriate to simply consider the suspension bridge as a beam. The report [2] about the Tacoma Narrows ... See full document
25
Quasi-static Von-Karman evolution and Numerical approach
... the Von-Karman evolutions, without rotational inertia with clamped boundary conditions, in quasi-static form, by another approach distinct from the preceding presented in [3], one which yields immediately a ... See full document
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