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Positive Steady State Solutions to a Nonlinear Fourth Order Elliptic Equation

机译:非线性四阶椭圆方程的正稳态解

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摘要

The paper is devoted to studying a fourth order elliptic equation which has many applications in thin film theory and in the phase transformation theory. By using a truncation function method and a fixed point theorem, the existences of weak solutions and classic solutions for a steady state thin film equation are obtained respectively. Furthermore, the solutions also have positive lower bound. Finally, the viscosity vanishing limit is performed for positive solutions.
机译:本文致力于研究四阶椭圆方程,该方程在薄膜理论和相变理论中都有许多应用。通过使用截断函数法和不动点定理,分别获得了稳态薄膜方程的弱解和经典解的存在性。此外,解决方案还具有正的下限。最后,对正溶液执行粘度消失极限。

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