| 1. | With such a space, the variables are assigned to cylindrical coordinates.
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| 2. | :I think it is solvable in bipolar cylindrical coordinates.
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| 3. | Where are cylindrical coordinates on the-dimensional disk.
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| 4. | The equation is often used to predict flow to polar or cylindrical coordinates.
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| 5. | The transformation of in cylindrical coordinates is the following:
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| 6. | This leaves the azimuthal angle \ varphi defined the same as in cylindrical coordinates.
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| 7. | Where \ phi is the cylindrical coordinate.
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| 8. | See spherical coordinates and cylindrical coordinates.
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| 9. | This construction, using cylindrical coordinates, works when the filling slope is greater than 2.
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| 10. | Cylindrical coordinates are chosen to take advantage of symmetry, so that a velocity component can disappear.
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