The ( linearised ) primitive equations then become the following:
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This analytic solution is only possible when the primitive equations are linearized and simplified.
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If you are mathematically-inclined, you may want to visit the page on primitive equations.
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The point is that large-scale motions in the ocean interacted with other scales by the nonlinearities in primitive equation.
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They are used with Coriolis forces in atmospheric and oceanic modeling, as a simplification of the primitive equations of atmospheric flow.
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Commonly, the set of equations used to predict the known as the physics and dynamics of the atmosphere are called primitive equations.
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Within any model is a set of equations, known as the primitive equations, used to predict the future state of the atmosphere.
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Within any modern model is a set of equations, known as the primitive equations, used to predict the future state of the atmosphere.
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The precise form of the primitive equations depends on the vertical coordinate system chosen, such as pressure coordinates, log pressure coordinates, or sigma coordinates.
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Between 1963 and 1970, Robert developed the semi-implicit time integration algorithm for an efficient integration of the primitive equations for numerical weather prediction and climate models.
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