| 1. | Therefore, the flow velocity field of the continuum is given by
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| 2. | Note the important distinction between mass flow rate and flow velocity.
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| 3. | The flow velocity and the heat losses behave quite differently.
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| 4. | The flow velocity is again equal to, with the velocity potential.
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| 5. | The change in pressure over distance is and flow velocity } }.
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| 6. | Where is the Fourier transform of the flow velocity field.
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| 7. | The flux is related to the flow velocity through the following function:
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| 8. | Since the flow velocity is diminished, so is the centrifugal pressure.
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| 9. | For example, the flow velocity is represented by a function
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| 10. | High flow velocities keep the system free of any blockages or sedimentation.
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