damped wave

In this paper, the global attractors for strong damped wave equations with delay are studied.

研究了一类具有时滞的强阻尼波动方程组整体吸引子的存在性问题。

Chapter 2 is concerned with exterior problem of a damped wave equation.

在第二章，主要研究二阶带耗散项的线性和半线性波动方程外问题。

Existence of Global Solutions to a Damped Wave Equation with a Nonlinear Memory Term

具有非线性记忆项的阻尼波动方程的整体解的存在性

In this paper the local existence of solutions for a class of strongly damped wave equations is considered, and the global existence and blow-up of solutions based on the potential well theory is studied.

讨论一类强阻尼波方程解的局部存在性，并利用势井理论研究解的整体存在性和爆破性。

In this paper the authors study the existence and uniqueness of global strong solutions and global weak solutions for a class of strongly damped wave equations with nonlinear source term and nonlinear boundary damping term. The authors also discuss the uniform decay of solutions.

这篇文章研究一类带非线性源项和非线性边界阻尼项的强阻尼波方程强解和弱解的整体存在性和唯一性，进而也讨论解的一致衰减。

One-Dimensional Global Attractor for Strongly Damped Wave Equations with Neumann Boundary Condition

Neumann边界条件下强阻尼波动方程的一维全局吸引子

Regularity and Approximation of the Attractor for the Strongly Damped Wave Equation

强阻尼波动方程吸引子的正则性及其逼近