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Candle Wax Calculator

Works out how much wax a container needs by weight from its volume, with the water-test cross-check and the shrinkage on cooling.

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In short Wax is sold by WEIGHT and containers are measured by VOLUME, and almost every first-batch ordering mistake lives in that gap. Density is the bridge. A 300 ml jar filled to 90% holds 270 ml of wax, and soy at about 0.90 g per millilitre makes that 243 grams — not 270. Treating millilitres as grams over-orders by around 11%, every jar, every time. THERE ARE TWO ROUTES AND THEY MUST GIVE THE SAME NUMBER. The volume route multiplies the stated capacity by the fill level and the density. The water route is the one suppliers teach: fill the jar to your pour line with water, weigh the water, and multiply by the wax density. Here that is 270 grams of water times 0.90, which is the same 243 grams. They agree because water is one gram per millilitre by definition, and the water route is worth knowing because on an odd-shaped jar the stated volume is a guess while the water is a measurement. AND IT WILL SINK, BY A FIXED FRACTION. Wax is less dense hot than cold, so the pour shrinks as it sets. Going from about 0.85 g/ml liquid to 0.90 solid is a 5.6% drop in volume, and the mass cancels out of that fraction entirely — a tealight sinks by the same percentage as a three-wick. That is why the dip in the middle is universal, why the wick end lifts, and why a second pour exists as a technique rather than a fix for a mistake. Two things this page leaves to you. The fill level is a choice, not a constant: leaving headroom keeps the wick trimmable and the lid clear, and the difference between 90% and 100% across a batch is real wax. And the densities are conventions, editable above, because blends differ and pour temperature moves the liquid figure. Weigh a known volume of your own wax once and every number here becomes yours instead of typical. Fragrance is not included in this weight; it is added on top of it.

How to use the Candle Wax Calculator

  1. Enter your figures in the input fields.
  2. The result updates as you type, together with the full working.
  3. Check the breakdown table to see exactly how the number was reached.

About the Candle Wax Calculator

The Candle Wax Calculator works out how much wax a container needs by weight from its volume, with the water-test cross-check and the shrinkage on cooling. It runs as plain JavaScript inside the page, which means there is no upload step, no queue and no size limit imposed by a server — the only limit is your own device.

What people use it for

  • Ordering wax by the kilo for a batch of jars.
  • Cross-checking an odd-shaped jar with the water test.
  • Knowing how much a pour will sink before it does.

Details

A 300 ml jar at 90%243 g of soy wax
Millilitres as gramsOver-orders by about 11%
The water testWater weight × wax density
Cooling shrink5.6%, and the mass cancels
The arithmetic is exact. The densities are conventions and both are editable — this does not include the fragrance, which is added on top of the wax weight.

Where this tool stops

A weight from a volume. It does not know your jar's real capacity if the stated volume is wrong, and it does not model the second pour, wax lost in the jug, or how the wax behaves as it sets.

Explained in our guides

All guides

Frequently asked questions

How much wax do I need for a 300 ml jar?
About 243 grams of soy, filling to 90%. That is 270 ml of wax at roughly 0.90 grams per millilitre — not 270 grams, which is the mistake the volume figure invites.
What is the water test for candle wax?
Fill the jar to your pour line with water, weigh the water, and multiply by the wax density — about 0.90 for soy. It gives the same answer as the volume method and is more reliable on an odd-shaped jar, because water measures the real capacity rather than the stated one.
Why does my candle sink in the middle?
Because wax is less dense hot than cold, so it loses volume as it sets — about 5.6% for soy going from 0.85 to 0.90 g/ml. The fraction is the same whatever the candle weighs, which is why every container candle does it and why a second pour is standard.
Should I fill a jar to the top?
Usually not. Around 90% leaves room to trim the wick and keeps wax off the lid. The choice is yours, and this page will show what any fill level costs across a batch.
Does this include the fragrance oil?
No. Fragrance is quoted as a percentage of the wax and added on top of it, so it is a separate weight — use the fragrance load calculator for the split.
Is the Candle Wax Calculator free, or is there a paid tier?
It is free, with no account, no trial and no daily cap. Every calculators tool on inputtesthub.com works the same way: open the page and use it.
Is my data uploaded anywhere?
No. The Candle Wax Calculator runs entirely in your browser using JavaScript. Because the work happens locally, the page also keeps working if your connection drops, and closing the tab is all it takes to discard everything.
What does a typical result look like?
Enter A 300 ml jar at 90% fill, soy wax, 12 of them and the Candle Wax Calculator returns 243 g per jar, 2,916 g for the batch, sinks 5.6%.
What problem does the Candle Wax Calculator solve?
The most common reasons people reach for it: ordering wax by the kilo for a batch of jars. Cross-checking an odd-shaped jar with the water test. Knowing how much a pour will sink before it does. It is built for exactly those cases rather than being a general-purpose tool with this bolted on.
Where does the Candle Wax Calculator stop being reliable?
A weight from a volume. It does not know your jar's real capacity if the stated volume is wrong, and it does not model the second pour, wax lost in the jug, or how the wax behaves as it sets. Knowing where a tool stops being trustworthy matters more than the cases where it works.
What are the key numbers for the Candle Wax Calculator?
A 300 ml jar at 90% is 243 g of soy wax. Millilitres as grams is Over-orders by about 11%. The water test is Water weight × wax density. These are printed on the page itself, so you do not have to take them on trust.
How precise is the result?
The calculation runs in double precision and the result is shown to ten significant figures, so converting a value and converting it back returns the original. What is displayed is rounded for readability; what is copied is not.

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