Nonlinear Dynamical Analysis of Time Dependent Nocturnal Boundary Layers

PI将利用非线性动力学技术， 特征参数空间支持各种解决方案。 这 将有助于预测稳定的边界层。 普通系统 微分方程（ODE）将沿着使用更完整的 偏方程（PDE）描述这些系统。 项目 我们将分析更简单的常微分方程系统和偏微分方程系统。 将绘制多维分叉和状态图 描述各种参数在确定 解决办法。

The PIs will utilize techniques of nonlinear dynamics to characterize parameter spaces supporting various solutions. This will help to predict stable boundary layers. Systems of ordinary differential equations (ODE) will be used along with more complete partial equation (PDE) descriptions of these systems. The project will analyze both the simpler ODE systems and the PDE systems. Multidimensional bifurcation and regime diagrams will be developed to describe the role of various parameters in determining the solution regimes.