Omega equation

The omega equation is of great importance in meteorology and atmospheric physics. It is a partial differential equation for the vertical velocity, $\omega$ , which is defined as a Lagrangian rate of change of pressure with time, that is, $\omega = \frac{dp}{dt}$ .
The equation reads:

单词	Omega equation
释义	Omega equation 英语百科 Omega equation The omega equation is of great importance in meteorology and atmospheric physics. It is a partial differential equation for the vertical velocity, $\omega$ , which is defined as a Lagrangian rate of change of pressure with time, that is, $\omega = \frac{dp}{dt}$ . The equation reads:
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