Fluid mechanics suction question

In summary, centrifugal pumps have a smaller diameter for the delivery pipe compared to the suction pipe due to the principles of Bernoulli's equation and continuity. This allows for higher flow velocity and reduced pressure at the outlet. The inlet pipe is usually larger in diameter to minimize pressure losses and ensure adequate net positive suction head for the pump. While some pumps directly increase pressure, centrifugal pumps accelerate the fluid within the pump itself, resulting in a smaller outlet diameter.
  • #1
de$per@do
4
0
In centrifugal pumps why diameter of delivery pipe is smaller than suction pipe?
 
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  • #2
It might have to do with Bernoulli's principle , The smaller outlet will have a higher flow velocity and reduced pressure . But I am not 100% positive.
 
  • #3
It's more to do with simple continuity. Centrifugal pumps deliver fluid at a higher velocity than they intake, so assuming incompressibility (a decent assumption for pretty much all applications with centrifugal pumps), the diameter at the outlet must be smaller than at the inlet since the volumetric flowrate is unchanged and the velocity has increased.
 
  • #4
cjl said:
... Centrifugal pumps deliver fluid at a higher velocity than they intake, ...

Well, pumps deliver at higher pressure than they intake. The outlet piping velocity will be dependent on the outlet pipe area (due to continuity), not the other way around.

The reason inlet piping is usually larger diameter than outlet piping is to minimize pressure losses upstream of the pump, in order to ensure the pump has adequate net positive suction head (to minimize cavitation in the pump).
 
  • #5
gmax137 said:
Well, pumps deliver at higher pressure than they intake. The outlet piping velocity will be dependent on the outlet pipe area (due to continuity), not the other way around.

The reason inlet piping is usually larger diameter than outlet piping is to minimize pressure losses upstream of the pump, in order to ensure the pump has adequate net positive suction head (to minimize cavitation in the pump).

True, but some pumps directly increase the pressure of the flow. An example of this is pretty much any piston based pump - the outlet of the pump tends to be about the same velocity as the inlet, but at a significantly increased pressure (which of course can be traded for velocity easily enough). The pump does not inherently accelerate the flow, although it can be used to accelerate the flow if the pump is in conjunction with a nozzle. Centrifugal pumps accelerate the fluid significantly within the pump itself, so at the exit of the pumping mechanism, the flow is much faster than the inlet. You could indeed slow the flow down through a diffuser and then have an outlet that is the same size as the inlet, but the pump's mechanism inherently accelerates the flow. As a result, the outlet tends to be smaller than the inlet.
 

1. What is suction in fluid mechanics?

Suction in fluid mechanics refers to the process of drawing or pulling a fluid into a confined space or through a tube or pipe. It occurs due to a difference in pressure between two points in the fluid, causing the fluid to flow from the high-pressure area to the low-pressure area.

2. How is suction created in fluid mechanics?

Suction is created by creating a low-pressure area (vacuum) at one end of a tube or pipe, causing the fluid to flow from the high-pressure area to the low-pressure area. This can be achieved through various methods such as using a pump, creating a pressure difference using a piston, or using a suction cup.

3. What are the applications of suction in fluid mechanics?

Suction has various applications in fluid mechanics, including pumping fluids from one location to another, creating a vacuum to remove air or gases from a system, and lifting or moving objects using suction cups. It is also commonly used in medical procedures, such as blood transfusions and dialysis.

4. What is the Bernoulli's principle and its relation to fluid mechanics suction?

Bernoulli's principle states that as the speed of a fluid increases, its pressure decreases. This principle is often used to explain suction in fluid mechanics, as the low pressure created at one end of a tube or pipe causes the fluid to flow towards it from the high-pressure area, creating suction.

5. How does fluid viscosity affect suction in fluid mechanics?

Fluid viscosity, or the resistance of a fluid to flow, plays a significant role in suction in fluid mechanics. In highly viscous fluids, the flow is slower, and it requires more force to create suction compared to low-viscosity fluids. This is because the fluid molecules in high-viscosity fluids are more tightly bound together, creating more resistance to flow.

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