On Energy Decay of Global Solutions for a Petrovsky System with Damping Term and Source Term

Y. Ye
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Abstract

The initial-boundary value problem for some nonlinear Petrovsky equation with strong dissipative term and source term is studied. Under weaker assumptions about dissipative term, the energy decay of global solutions is proved by means of the method due to M. Aassila.
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具有阻尼项和源项的Petrovsky系统整体解的能量衰减
研究了一类具有强耗散项和源项的非线性Petrovsky方程的初边值问题。在关于耗散项的较弱假设下,利用M. Aassila的方法证明了全局解的能量衰减。
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