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Static & Safety Equipment

Control valves: Cv, characteristic & cavitation

The control valve is the muscle of process control — the final element that actually moves to hold a flow, level, pressure or temperature where the controller wants it. Sized or characterised wrongly, it makes a good control loop sluggish or unstable, and throttling the wrong fluid the wrong way tears its trim apart through cavitation. This guide covers Cv sizing, the inherent characteristics, why valve authority reshapes them once installed, and the cavitation that destroys valves — with an interactive characteristic model.

Cv / KvEqual-%Valve authorityCavitation
⚡ TL;DR

Cv is the valve’s flow capacity: Q = Cv·√(ΔP/SG). Sizing means choosing a Cv that gives the duty flow at a sensible opening — not wide open, not nearly shut.

The inherent characteristic (linear, equal-percentage, quick-opening) is the flow-vs-travel curve at constant ΔP. Equal-percentage is the usual choice because, once piping pressure losses are added, its installed characteristic comes out roughly linear — giving even loop gain.

Valve authority (the valve’s share of the system ΔP) is what distorts inherent into installed. Low authority — an oversized valve in a high-loss system — ruins controllability. And dropping a lot of pressure can trigger cavitation/flashing that destroys the trim.

1 · Cv — the capacity number

Every control valve is rated by its flow coefficient Cv (or metric Kv) — the flow it passes for a given pressure drop:

Q = Cv · √(ΔP / SG) Q = flow (US gpm), ΔP = pressure drop across the valve (psi), SG = specific gravity. Cv is the gpm of water (SG=1) at 1 psi drop, fully open. Kv is the metric equivalent (m³/h, bar): Cv ≈ 1.156·Kv.

Sizing is a balancing act. Choose the valve so the normal duty falls comfortably in its controllable mid-range — roughly 20–80% open. Too small and it can’t pass max flow; too large and it does all its work in the first crack of travel, where control is coarse and unstable. A valve that runs nearly shut to hold normal flow is the classic oversizing mistake — the same trap as oversizing a pump.

2 · The inherent characteristics

The inherent characteristic is the relationship between flow and valve travel at a constant pressure drop — a property of the trim shape. Three are standard:

CharacteristicShapeUse when…
LinearFlow ∝ travelMost of the system ΔP is across the valve (high authority); level & some flow loops.
Equal-percentageEach equal travel step changes flow by an equal percentage (small at the bottom, large at the top)Pressure drop varies a lot with flow (most piping systems). The default choice.
Quick-openingMost flow in the first part of travelOn/off and some pressure-relief duties, not modulating control.

Equal-percentage dominates because real systems aren’t constant-ΔP — and that is the whole point of the next idea.

3 · Valve authority & the installed characteristic

In a real line, the valve shares the available pressure with the pipe, fittings, exchangers and the pump curve. As the valve opens and flow rises, the system losses grow as flow² and eat into the pressure left for the valve — so the valve’s actual flow-vs-travel curve, the installed characteristic, is not its inherent one.

How much it distorts is set by the valve authority N — the fraction of total system ΔP taken by the valve when fully open:

N = ΔPvalve (full open) / ΔPtotal (full open)    qinstalled = f / √( N + (1−N)·f² ) f = the inherent characteristic value (0–1) at a given travel. High authority (N→1): installed ≈ inherent. Low authority (N small, an oversized valve in a lossy system): the curve bows up toward quick-opening, the loop gain swings wildly, and control gets touchy. Aim for N ≳ 0.25–0.5.

This is why equal-percentage is the default: its inherent curve bows the opposite way, so at moderate authority the installed characteristic straightens out to roughly linear — constant loop gain across the range. Move the authority slider and watch a well-chosen equal-% valve stay linear while a linear valve at low authority turns into an unusable quick-opener:

Interactive — Inherent vs installed characteristic

Live model
Inherent characteristic
Valve’s share of system ΔP at full open
Where the controller has positioned the stem
Installed flow
%
of max at this travel
Installed gain
Δflow / Δtravel
Gain spread
:1
max ÷ min over range
Authority
Flow vs valve travel
Inherent (what the trim does) vs installed (what the loop sees)
inherentinstalledideal linearoperating point
Model: inherent f(h) — linear f=h; equal-% f=R^(h−1) with rangeability R=50; quick-opening f=√h. Installed q = f/√(N+(1−N)f²), normalised so q=1 at full travel. “Gain” is the local slope dq/dh; the best controllability has a flat gain (spread near 1:1) across the range.

4 · Cavitation & flashing

A control valve works by converting pressure into turbulence and heat. As the fluid accelerates through the restriction, its static pressure dips — at the vena contracta, just downstream of the throttling point, it reaches its lowest. If that local pressure falls below the liquid’s vapour pressure, the liquid boils into bubbles, exactly as in a cavitating pump:

Both also choke the valve — once flashing begins, increasing ΔP no longer increases flow (the gas analogue is the compressor’s stonewall). Sizing for liquids therefore checks the cavitation/choking limit, not just Cv.

The control valve closes the loop with the rest of the plant. It is where the throttling-vs-VFD energy question is decided, its cavitation is the same physics as a pump’s, and worn or sticking trim shows up in process variability and in valve-signature diagnostics. A sluggish loop is often a sized-and-characterised-wrong valve, not a tuning problem.

Key takeaways

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