Flow Separation - Influencing Parameters

Influencing Parameters

The tendency of a boundary layer to separate primarily depends on the distribution of the adverse or negative edge velocity gradient along the surface, which in turn is directly related to the pressure and its gradient by the differential form of the Bernoulli relation, which is the same as the momentum equation for the outer inviscid flow.

But the general magnitudes of required for separation are much greater for turbulent than for laminar flow, the former being able to tolerate nearly an order of magnitude stronger flow deceleration. A secondary influence is the Reynolds number. For a given adverse distribution, the separation resistance of a turbulent boundary layer increases slightly with increasing Reynolds number. In contrast, the separation resistance of a laminar boundary layer is independent of Reynolds number — a somewhat counterintuitive fact.

Read more about this topic:  Flow Separation

Famous quotes containing the words influencing and/or parameters:

    “A physician’s physiology has much the same relation to his power of healing as a cleric’s divinity has to his power of influencing conduct.”
    —Samuel Butler (1835–1902)

    “What our children have to fear is not the cars on the highways of tomorrow but our own pleasure in calculating the most elegant parameters of their deaths.”
    —J.G. (James Graham)