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The internal pressure decreases as can be deducted from the Bernoulli equation P + 0.5 (d) (v)^2 + (d)(g)(h) = constant in a streamlined flow, where d = density.

When v increases, P decreases as h = height, is constant.

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When the speed of a fluid flowing in a horizontal pipe increases what happens to the internal pressure?

Due to friction between the fluid and the walls of the pipe, pressure increases within the pipe.


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Flowing air responds to the difference in pressure between higher and lower pressure areas by moving from high pressure to low pressure to equalize the pressure. This movement of air creates wind, which is the result of the pressure difference seeking equilibrium.


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What happens to pressure if speed goes up and height remains the same?

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Related Questions

When the speed of a fluid flowing in a horizontal pipe increases what happens to the internal pressure?

Due to friction between the fluid and the walls of the pipe, pressure increases within the pipe.


When speed of a fluid flowing in a horizontal pipe increases what happens to the internal pressure?

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