Abstract
This paper focuses on the spatial properties of a coupled system of wave plate type in a two-dimensional pipe. Using the technique of differential inequality and the method of energy estimation, the effect of the coefficient λ is established.
Highlights
Is paper focuses on the spatial properties of a coupled system of wave plate type in a two-dimensional pipe
Introduction e research on the structural stability of various types of partial differential equations has always been the focus of current research and received long-term attention
One can refer to the book of Ames and Straughan [1] and the monograph of Straughan [2]
Summary
Using the technique of differential inequality and the method of energy estimation, the effect of the coefficient λ is established. E so-called structural stability is to study the continuous dependence and convergence of the model on the coefficients. For the biharmonic equation on the two-dimensional pipe line, there are many articles studying the spatial properties of the solution and accumulating a lot of methods.
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