Plumbing Tools · ASSE 1017 / 1070 · Free

Mixing Valve Calculator — Tempered Water Ratio

Storing hot and tempering down solves two problems at once — Legionella needs heat to suppress it, and skin needs the water cooler than that. The side effect is the interesting part: because every tempered gallon is only part tank water, a 50-gallon tank delivers about 64.3 gallons of usable 120 °F water. This splits any tempered flow into its hot and cold halves and shows that gain.

Work out the mix

°F
100180 °F

140 °F suppresses Legionella; below about 113 °F it can grow.

°F

Seasonal — use the winter figure.

°F

120 °F is the usual scald-safe setting.

gpm

A code-compliant shower head is 2.5 gpm.

gal

Used to show the effective capacity gain.

Hot water in the mix

77.8%

Storing at 140 °F and delivering 120 °F makes a 50 gallon tank behave like 64.3 gallons of usable hot water.

From the heater

1.94 gpm

Cold blended in

0.56 gpm

See the breakdown
Effective capacity—
Storage multiplier—
Cold share—
Scald check—

Planning estimate. Where tempered water is required, and which ASSE device satisfies it, varies by fixture and jurisdiction — confirm with your AHJ. A licensed plumber has final say.

The formula, explained in plain English

One energy balance, and one consequence people rarely notice.

# The split
hot fraction = (Tmix − Tcold) ÷ (Thot − Tcold)
cold fraction = 1 − hot fraction
# The flows
hot gpm = delivered × hot fraction  ·  cold gpm = the rest
# The consequence
storage multiplier = 1 ÷ hot fraction
# The defaults, worked through
(120 − 50) ÷ (140 − 50) = 70 ÷ 90 = 0.7778
2.5 × 0.7778 = 1.94 gpm hot  ·  50 ÷ 0.7778 = 64.3 gal

It is conservation of energy

Two streams of the same fluid at different temperatures, blended to a third. There is no equipment constant and no fudge factor — the answer is the same for any valve that achieves the mix.

The multiplier is just the reciprocal

If a delivered gallon is 77.8% tank water, the tank goes 1.29× further. Storing hotter raises it; delivering hotter lowers it. At equal temperatures it is exactly 1.

Winter costs you twice

A colder inlet means less cold can be blended in, so the tank drains faster — at the same time as the burner is recovering more slowly against a bigger rise. Both effects push the same way.

Capacity is not free

The extra gallons come from storing hotter, which costs standby heat loss and needs the tank and piping rated for it. It is a real gain, not a free one.

Worked examples

The defaults, the case where tempering does nothing, and a winter inlet.

1

Standard shower — 140 store, 120 deliver

hot fraction = (120 − 50) ÷ (140 − 50) = 77.8%
hot = 2.5 × 0.7778 = 1.94 gpm
cold = 0.56 gpm
50 gal tank → 64.3 gal of tempered water

Result: 1.29× the storage, for the cost of running the thermostat 20 degrees higher.

2

Storing at 120 — the valve does nothing

hot fraction = (120 − 50) ÷ (120 − 50) = 100%
cold blended = 0.00 gpm
50 gal tank → 50 gal — no gain at all

Result: storing at the delivery temperature means there is nothing to temper. You lose the capacity multiplier and the tank sits in the range where Legionella is happiest. This is the setting to argue against.

3

The same house in January

summer, 70 °F inlet: hot = 71.4% , tank behaves like 70.0 gal
winter, 40 °F inlet: hot = 80.0% , tank behaves like 62.5 gal
→ 7.5 gallons of effective capacity lost to the season

Result: colder water means less of it gets blended in, so more comes out of the tank. Combined with the slower winter recovery, this is why a heater that coped all summer runs out in January.

What storing hotter buys you

Delivering 120 °F from a 50 °F inlet, 50-gallon tank. Computed from the same code the calculator runs.

Stored at Hot in the mix From the heater 50 gal behaves like
120 °F 100.0% 2.50 gpm 50.0 gal
130 °F 87.5% 2.19 gpm 57.1 gal
140 °F 77.8% 1.94 gpm 64.3 gal
150 °F 70.0% 1.75 gpm 71.4 gal
160 °F 63.6% 1.59 gpm 78.6 gal

What the season costs you

140 °F stored, 120 °F delivered, with only the incoming cold changing.

Cold inlet Hot in the mix From the heater 50 gal behaves like
70 °F 71.4% 1.79 gpm 70.0 gal
60 °F 75.0% 1.88 gpm 66.7 gal
50 °F 77.8% 1.94 gpm 64.3 gal
40 °F 80.0% 2.00 gpm 62.5 gal

What the delivery setting costs you

140 °F stored, 50 °F inlet. Every degree delivered hotter takes capacity back.

Delivered at Hot in the mix 50 gal behaves like
105 °F 61.1% 81.8 gal
110 °F 66.7% 75.0 gal
115 °F 72.2% 69.2 gal
120 °F 77.8% 64.3 gal
125 °F 83.3% 60.0 gal

Sources & standards: the mix ratio is an energy balance, not a code table. Device standards are ASSE 1017 (master mixing valves), ASSE 1070 (point-of-use temperature-actuated devices) and ASSE 1016 (shower and tub valves), referenced by IPC Chapter 4 and 607. Where tempered water is required varies by fixture and jurisdiction — confirm with your AHJ. The Legionella growth range and scald timings are widely published public health guidance rather than code text. Local amendments override the model code.

Frequently asked questions

Common questions about mixing valves, tempered water, and scald protection.

How much hot water does a 120 °F mix actually use?

Less than you would guess. Delivering 2.5 gpm at 120 °F from a 140 °F tank and 50 °F cold takes 77.8% hot — 1.94 gpm from the heater and 0.56 gpm of cold blended in. Every delivered gallon is only part tank water, which is exactly why tempering stretches a heater.

How does a mixing valve make a tank bigger?

It does not add water, it dilutes it. At these settings each delivered gallon uses only 0.778 of a gallon from the tank, so a 50-gallon tank yields about 64.3 gallons of usable 120 °F water — a 1.29× multiplier. Storing hotter increases it further; delivering hotter reduces it.

Why store at 140 °F and deliver at 120 °F rather than just storing at 120?

Two problems pull in opposite directions and tempering solves both. Legionella grows in the range roughly 77 to 113 °F, so storage wants to be hot. But 140 °F water can cause a serious scald in about five seconds, so delivery wants to be cool. Storing at 140 and tempering down to 120 at the valve satisfies both — and gains capacity as a side effect.

What is the formula?

A straight energy balance: hot fraction = (Tmix − Tcold) ÷ (Thot − Tcold). Everything else follows from it. There is no fudge factor and no equipment constant — it is conservation of energy on two streams of the same fluid.

Does the cold inlet temperature change the answer?

Yes, seasonally. With 140 °F storage delivering 120 °F, a 70 °F summer inlet needs 71.4% hot, while a 40 °F winter inlet needs 80.0%. Colder incoming water means less of it can be blended in, so the tank drains faster in winter — on top of the heater recovering more slowly.

Where is a mixing valve actually required?

It varies by fixture and jurisdiction, and it is worth checking rather than assuming. Tub and shower valves have long needed scald protection, and many codes now require tempered water at other fixtures too, with separate requirements for public lavatories. A master valve at the heater and point-of-use valves at fixtures serve different purposes — check what your AHJ enforces.

Which valve standard should I look for?

ASSE 1017 covers master mixing valves at the source; ASSE 1070 covers point-of-use temperature-actuated devices at fixtures; ASSE 1016 covers the shower and tub valves themselves. They are not interchangeable — a master valve does not satisfy a fixture requirement, and vice versa.

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