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Inst Tools > Blog > Control Valves > Relative Flow Capacity of a Valve

Relative Flow Capacity of a Valve

Last updated: March 21, 2019 4:08 pm
Editorial Staff
Control Valves
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The flow capacity of a valve (Cv) is a quantitative rating of its ability to pass a fluid flow for a set of given pressure and fluid density conditions, defined as the flow rate of water in gallons per minute through the valve given a constant pressure drop of 1 PSID.

Cv may be predicted, or empirically measured, for any type of control valve given the proper information.

Not all control valve types exhibit the same Cv coefficients, however, for the same pipe size. A 4 inch butterfly valve, for example, has a much greater full-open Cv rating than a 4 inch globe valve, due to the much more direct path it offers to a moving fluid.

Relative Flow Capacity of a Valve

A simple comparison of these two valve types clearly shows why this is true (note the “constriction” points labeled with arrows):

Relative Flow Capacity of a Valve

A globe valve is simply more effective at generating fluid turbulence – and therefore dissipating fluid kinetic energy – than a butterfly valve of the same pipe size, because the globe valve design forces the fluid to change direction more often and in different ways.

One way to help quantify a particular valve design’s ability to throttle fluid flow is to express this ability as a ratio of flow coefficient (Cv) versus cross-sectional pipe area.

The basic principle here is that we should expect the Cv of any particular valve design to be proportional to pipe area (e.g. a ball valve with twice the pipe area should have twice the flow capacity, all other factors being equal), and therefore a ratio of these two quantities should be fairly constant for any valve design.

Since we know the area of a pipe is proportional to the square of either radius or diameter (A = πd2/ 4 or A = πr2), we may simplify this ratio by omitting all constants such as π and simply relating Cv factor to the square of pipe diameter (d2). This ratio is called the relative flow capacity, or Cd:

relative flow capacity

Several approximate valve capacity factors (Cd) for different control valve types are shown here, assuming full-area (not reduced-port) trim, a wide-open position, and diameter measured in inches:

different control valve types design

To calculate the approximate Cv for any valve, all we need to do is square that valve’s pipe diameter (in inches) and multiply by the valve type’s relative flow capacity (Cd):

Cv ≈ d2Cd

Based on the figures in this table, for example, we may predict that a segmented ball valve with a pipe size of 3 inches will have a flow capacity (Cv) of approximately 225, or that a single-port cage-guided globe valve with an 8 inch pipe size will have a Cv of approximately 960.

As you can see from a comparison of Cd values, a no-offset butterfly valve has nearly 4 times the flow capacity of a single-ported contoured-plug globe valve of the same pipe size (Cd = 40 versus Cd = 11).

This makes butterfly valves advantageous in applications where large flow capacities must be achieved at minimal cost, such as in air handling (HVAC) systems for commercial buildings and combustion air controls for large industrial burners.

At first glance this may seem to make larger Cd valve types the superior choice for control valve applications, yielding the greatest Cv values for the smallest pipe sizes.

However, there are other factors to consider such as ease of maintenance, noise and cavitation abatement, characterization, and valve seat leakage.

For these reasons some of the lowest-Cd valve types (e.g. globe valves) remain popular choices for industrial control applications even though they require larger pipe sizes to achieve the same amount of flow compared to other valve types (e.g. ball valves).

Also Read : Types of Valve Actuators

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1 Comment
  • Enrique says:
    May 29, 2019 at 2:34 am

    I’am a little confused about the relative flow coefficient of a valve as described above.Is “d” a valve nominal diameter or the pipe diameter as cited “simply relating Cv factor to the square of pipe diameter (d2)”?Thanks for your reply

    Reply

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