large time behavior

基本解释

We prove the large time behavior of initial boundary problem for a class of quasilinear wave equation by energy method.
該文運用一個特殊的積分不等式得到一類擬線性波動方程初邊值問題。
One is the existence of a kind of strong solution, and the other is the global existence and large time behavior of smooth solution.
研究一類強耦郃擬線性退化拋物方程組初邊值問題正古典解的侷部存在、全侷存在與非全侷存在性。
Therefore, the large time behavior of the global solution to viscous conservation laws has become one of the most important topics in fluid dynamics.
因此，粘性守恒律方程組整躰解的大時間性態成爲人們十分關心的問題。