Mathematical Sciences: Internal Waves in Geophysical Contexts

本研究将探讨流体的简正模态 当流体既分层， 并且受到磁场的作用。 数学模型允许 重要的物理效应被隔离。 结果将 贡献的见解，这应该有助于解释 图形显示的解决方案，复杂的数值 计算。 这项工作将有助于了解 地球流体核心的振荡 因此，它将推动 波动的数学理论和地球物理流体 动力学

This research will investigate the normal modes of fluid motion in a rotating spheroid when the fluid is both stratified and subject to a magnetic field. The mathematical model allows important physical effects to be isolated. Results will contibute insights which should be helpful in interpreting graphically displayed solutions of complicated numerical calculations. This work will contribute to an understanding of oscillations in the earth's fluid core. It will thus advance both the mathematical theory of waves and geophysical fliud dynamics.