Chapter 8 Pipe Flow CE 30460 Fluid Mechanics

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Chapter 8 – Pipe Flow CE 30460 - Fluid Mechanics Diogo Bolster

Chapter 8 – Pipe Flow CE 30460 - Fluid Mechanics Diogo Bolster

Laminar or Turbulent Flow Re>4000 Re<2000 Re=UDr/m Laminar Flow http: //www. youtube. com/watch? v=Kqqt.

Laminar or Turbulent Flow Re>4000 Re<2000 Re=UDr/m Laminar Flow http: //www. youtube. com/watch? v=Kqqt. Ob 30 j. Ws&NR=1 Turbulent Flow http: //www. youtube. com/watch? v=Nplr. Dar. MDF 8

Fully Developed Flow Entrance length:

Fully Developed Flow Entrance length:

Fully Developed Laminar Flow We’ve done this one already in chapter 6

Fully Developed Laminar Flow We’ve done this one already in chapter 6

What about Turbulent Flow Typically: n is between 6 and 10

What about Turbulent Flow Typically: n is between 6 and 10

Dimensional Analysis Pressure Drop depends on Mean velocity V Diameter D Pipe length l

Dimensional Analysis Pressure Drop depends on Mean velocity V Diameter D Pipe length l Wall Roughness e Viscosity m Density r By dimensional Analysis

Pressure drop must increase linearly with length of tube Friction factor – look up

Pressure drop must increase linearly with length of tube Friction factor – look up in table Recall from chapter 5 Therefore we can say that (part of) the loss in a pipe is

Moody Diagram (Friction Factor) For laminar For non-laminar flow approximately true that

Moody Diagram (Friction Factor) For laminar For non-laminar flow approximately true that

Roughness (Typical)

Roughness (Typical)

Minor Losses KL depends on the flow (expansion, contraction, bend, etc)

Minor Losses KL depends on the flow (expansion, contraction, bend, etc)

Minor Losses

Minor Losses

Minor Losses

Minor Losses

Sample Problem

Sample Problem

Sample Problem

Sample Problem

Multiple Pipe Systems Series/ Parallel

Multiple Pipe Systems Series/ Parallel

Series/ Parallel h. L(total)=h. L 1+h. L 2+h. L 3 h. L 1=h. L

Series/ Parallel h. L(total)=h. L 1+h. L 2+h. L 3 h. L 1=h. L 2=h. L 3

Sample Problem

Sample Problem

Pipe Flow Measurement C is a constant that depends on geometr

Pipe Flow Measurement C is a constant that depends on geometr

Sample Problem

Sample Problem

More Problems

More Problems

Single Pipe – Determine Pressure Drop

Single Pipe – Determine Pressure Drop

Single Pipe – Determine Flowrate

Single Pipe – Determine Flowrate

Single Pipe – Determine Diameter

Single Pipe – Determine Diameter

Multiple Pipe Systems

Multiple Pipe Systems