When you commission or service an appliance, you have to prove it's burning the right amount of gas — not too much, not too little. Two checks do that: measuring the pressures, and measuring the actual volume of gas the appliance pulls (the "gas rate"). This guide explains what each one tells you, the maths behind converting a gas rate into kilowatts, and the trap that catches people at assessment: thinking a correct burner pressure means the job is done. It's written for study and revision — only a Gas Safe registered engineer may work on a live appliance.

Three pressures, and one volume

It helps to be precise about what you're measuring and where.

You measure pressures with a manometer (a U-gauge or electronic gauge, in calibration). You measure the gas rate with the meter and a stopwatch.

Why burner pressure alone is never enough

This is the heart of the topic. A correct burner pressure is reassuring, but it is not proof that the appliance is burning the right volume of gas. Here's why: the injector — the small drilled jet that meters gas into the burner — is what actually sets the rate at a given pressure. If that injector is partially blocked, or the wrong size has been fitted, the rate changes while the burner pressure can still read more or less normally.

So burner pressure and gas rate are two different windows onto the appliance. Burner pressure tells you the governor is delivering the right pressure; the gas rate tells you the right quantity of gas is actually being burned. To confirm an appliance is correctly set, you check both — and the gas rate is the definitive volume check. Over-gassing wastes fuel and can cause sooting, flame impingement and carbon monoxide; under-gassing leaves the appliance short of output. Either way it's a safety and performance issue, not just a number.

The calorific value link

Gas is sold and rated by the energy it contains, measured as calorific value (CV) — the heat released per cubic metre, in megajoules (MJ/m³). For UK natural gas the CV is around 39.5 MJ/m³ (it's a regulated range of roughly 38–41 MJ/m³, and the classic ACS gas-rate chart uses 38.76). It varies slightly day to day, which is why for sign-off you use the value published by the gas supplier.

The single most useful relationship to memorise is how CV converts a volume rate into power. Because 1 kW = 3.6 MJ/h:

kW (gross) = gas rate (m³/h) × CV (MJ/m³) ÷ 3.6

In other words, dividing the CV by 3.6 tells you the kilowatts in one cubic metre per hour of that gas. For natural gas, 39.5 ÷ 3.6 ≈ 10.97 kW per m³/h.

Gas rating an appliance: the procedure

For a metric meter (reading in m³), the method is straightforward:

  1. Isolate other loads. Turn off every other gas appliance and any pilot lights, so the meter only sees the appliance you're testing.
  2. Warm up. Run the appliance on full rate for about 10 minutes so it has reached steady operating conditions.
  3. Take a start reading from the meter and start a stopwatch.
  4. Time a set period — commonly 2 minutes — then take the finish reading. (Alternatively, time one full revolution of the meter's test dial.)
  5. Work out the rate: gas rate (m³/h) = (volume used ÷ time in seconds) × 3600.
  6. Convert to heat input: kW (gross) = gas rate × CV ÷ 3.6, then compare against the appliance data plate.
Worked example. The meter shows 0.040 m³ used in 2 minutes (120 seconds).
Rate = 0.040 ÷ 120 × 3600 = 1.2 m³/h.
Gross input = 1.2 × 39.5 ÷ 3.6 = 13.2 kW (gross).
If the data plate quotes a net figure, multiply gross by about 0.901 → ≈ 11.9 kW (net). Compare with the plate and accept it if it's within the manufacturer's tolerance.

Gross vs net — don't compare apples with pears

Older UK appliances were rated in gross heat input; modern data plates, following European appliance standards, usually quote net. They describe the same appliance — net simply leaves out the heat that would be recovered by condensing the water vapour in the products. For natural gas, net ≈ gross × 0.901. The classic mistake at assessment is calculating a gross figure from the meter and comparing it directly against a net data plate, then thinking the appliance is over-rated. Always convert so you're comparing like with like.

What "within tolerance" means

A measured input within roughly ±5% of the data-plate figure is normally acceptable — but always work to the manufacturer's stated tolerance, which takes precedence. If you're outside it, don't just adjust and move on: investigate. Check the standing and burner pressures, look for a blocked or incorrect injector, confirm the governor is working, and remember the CV itself varies. A rate that's wrong with correct pressures points you straight at the injector or governor.

A note on LPG

The method is the same, but the numbers differ. LPG has a far higher CV (propane ≈ 93 MJ/m³), and burner pressures are higher — typically about 37 mbar for propane and 28 mbar for butane. Regulator outlet pressure matters more on LPG, so verify it before timing a rate, or your figure will be wrong.

  1. Burner pressure ≠ proof of rate. A blocked or wrong injector changes the rate without necessarily changing the pressure — gas rating is the definitive volume check.
  2. The formula: kW (gross) = gas rate (m³/h) × CV ÷ 3.6.
  3. CV (NG): ≈ 39.5 MJ/m³ (regulated 38–41); use the supplier's published value for sign-off.
  4. Procedure: isolate other loads, warm up ~10 min, time (often 2 min), rate = vol ÷ time × 3600.
  5. Gross vs net: net ≈ gross × 0.901 — convert before comparing with the data plate.
  6. Tolerance: about ±5%, but follow the manufacturer's figure.
  7. Pressures: ~21 mbar at the meter (NG), max 1 mbar drop to the appliance (BS 6891).

10-Question Mock Test

Click an option to see whether you got it right. Explanations appear instantly — no submitting at the end.

Your score: 0 / 10
Question 1 of 10
Why is a correct burner pressure not, on its own, proof that an appliance is burning the right amount of gas?
Question 2 of 10
Which formula converts a metric gas rate into gross heat input?
Question 3 of 10
Roughly what is the calorific value of UK natural gas?
Question 4 of 10
Before timing a gas rate, what must you do first?
Question 5 of 10
The meter shows 0.040 m³ used in 2 minutes. What is the gas rate?
Question 6 of 10
Using a CV of 39.5 MJ/m³, what is the gross input for a rate of 1.2 m³/h?
Question 7 of 10
You calculate a gross input from the meter, but the data plate quotes net. What should you do before comparing them?
Question 8 of 10
Your measured input is well above the data-plate figure with correct pressures. What's the most likely cause?
Question 9 of 10
Under BS 6891, the maximum permissible pressure drop from the meter to any appliance on natural gas is:
Question 10 of 10
Why does an appliance that is significantly over-gassed matter for safety?

The maths is easy on paper. The pressure is in the room.

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