minor losses in the pipelines, fittings, valves… for water

Reading time:

sudden constriction

formula: Minor losses in the pipelines, fittings, valves for water - Sudden constriction

Special case: pipe emerging from a large tank

formula: Minor losses in the pipelines, fittings, valves for water - Pipe emerging from a large tank
formula: Minor losses in the pipelines, fittings, valves for water - With pipe projecting inside the tank
formula: Minor losses in the pipelines, fittings, valves for water- With rounded entrance fitting
formula: Minor losses in the pipelines, fittings, valves for water - With oblique cylindrical fitting
formula: Minor losses in the pipelines, fittings, valves for water - With fully open short tube delivery

sudden enlargement

formula: Minor losses in the pipelines, fittings, valves for water - Sudden enlargement

Special case: pipe entering into a large tank

formula: Minor losses in the pipelines, fittings, valves for wat - Pipe entering into a large tank

inlet taper

formula: Minor losses in the pipelines, fittings, valves for wat - Converging duct

friction loss (∆h1)

Evaluate pressure drop ∆h1', in a cylindrical pipe of the same length and having a section equal to the large section :

formula: Minor losses in the pipelines, fittings, valves for wat - Friction loss

head loss by detachment (∆h2)

formula: Minor losses in the pipelines, fittings, valves for wat - Head loss by detachment

Values for K (table 57) :

outlet taper

lorenz formula

Diverging duct - Lorenz formula

bends

rounded bends

formula: Rounded bends

Elbow delivering into a closed tank (K total)

Bendclosed tank K totalSecured image
Table 59. Bend delivering into a closed tank (K total)

sharp bends :

formula: Sharp bends

T components

It is assumed as follows :

  • branch pipes have the same diameter as the main pipe;
  • couplings have sharp angles.

outgoing branch pipe

formula: T components - Outgoing connection

inlet branch pipe

formula: T components  - inlet branch pipe

symmetrical T, flow separation: (welded steel T)

formula: T components - Symmetrical T, flow separation

symmetrical T, converging flows

formula: T components- Symmetrical T, converging flows

valves and taps

formula: Valves and taps

rotating or butterfly valves

formula: Rotating or butterfly valves

The head loss coefficient according on the valve opening angle depends on the hydraulic profile of the butterfly: for guidance, table 63 provides a few typical values; however, it is advisable to refer to manufacturer tables for greater clarification.

gate valve

plug valve

flap valves

open valves and couplings

formula: Open valves and fittings

valve coefficient Cv

The normal practice consists in allocating a flow coefficient Cv to the different openings. By definition, Cv is the water flow at 15°C expressed in US gpm that travels through the constricted section for a 1 psi head loss, which is more or less equivalent to the water flow expressed in litres per minute, creating a head loss of 5 mbar or 0.05 m of WC .

Therefore, for water, we have :

formula:  Valve coefficient Cv- for water
formula: Valve coefficient Cv - decimal units

Bookmark tool

Click on the bookmark tool, highlight the last read paragraph to continue your reading later
Close