Using indirect matching method, the shock solutions of shock in interval are constructed.
利用间接匹配法，构造出激波在区间内的激波解。
Secondly, the shock solutions as the shock layer near the boundary and interior of the interval are studied.
其次，研究了当激波在区间的边界附近和内部的激波解。
We obtain the existence of positive solutions of BVP (3.1.1) and the existence interval of positive solutions of BVP (3.1.2), by using fixed point index theorems.
通过使用不动点指数定理，我们得到了问题(3.1.1)正解的存在性以及问题(3.1.2)正解的存在区间。
Using indirect matching method, the shock solutions of shock wave in an interval are constructed.
利用间接匹配法，构造出激波在区间内的激波解。
Using indirect matching method, we construct outer solutions, then introduce stretch variable, and at last the shock solutions in interval.
利用间接匹配法，首先构造出外部解，然后引入升长变量，最后构造出激波在区间内的激波解。
According to the interval of the 3 detail coefficients, it adopts two embedding solutions.
嵌入过程根据选定位置点的3个细节子带系数的间隔差异，采取不同的嵌入策略。
The shock wave problems for a class of the nonlinear singularly perturbed equations is studied. Using indirect matching method, the shock solutions of shock wave in an interval are constructed.
研究了一类非线性奇摄动方程的激波问题。利用间接匹配法，构造出激波在区间内的激波解。
According to the interval of the 3 detail coefficients, we adopt two embedding solutions.
嵌入过程根据选定位置点的三个细节子带系数的间隔差异，采取不同的嵌入策略。
According to the interval of the 3 detail coefficients, we adopt two embedding solutions.
嵌入过程根据选定位置点的三个细节子带系数的间隔差异，采取不同的嵌入策略。
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