Calculate This Body · Peptide
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Peptide
Reconstitution

Add bacteriostatic water to a lyophilised vial and this tells you the concentration, how much to draw for your dose, and where that lands on an insulin syringe. Dose is something you enter, not something this suggests.

See the math behind this calculator
U-100 syringe
1 mL = 100 units

Milligram
= 1000 mcg

Water added
sets concentration
The vial
Your dose
Draw to 5 units
On your syringe
0-50
Concentration-
Volume per dose-
Doses in the vial-
Vial lasts-

How reconstitution works

A lyophilised vial is freeze-dried powder. The milligram figure on the label is fixed and never changes. All you decide is how much liquid to dissolve it in, and that decision sets every other number.

Concentration is one division - the peptide in the vial divided by the water you add. Once you know the concentration, the volume for any dose is another division.

concentration = vial mg ÷ water mL
volume = dose mg ÷ concentration

A 5 mg vial with 2 mL of water gives 2.5 mg/mL. A 250 mcg dose is 0.25 mg, so 0.25 ÷ 2.5 = 0.1 mL, which is 10 units on any insulin syringe.

Choosing how much water to add

There's no single correct amount. It's a trade-off between how precisely you can measure and how many doses you can get out of a vial before it's exhausted.

Add too little and your dose might land at 2 or 3 units, where being one mark out is a 30% dosing error. Add too much and you'll be drawing 60 or 70 units for a single dose, which won't fit a small syringe and drains the vial faster in volume terms.

The comfortable range is roughly 10 to 40 units per dose. If your figure sits outside that, change the water volume and watch the units move. The calculator flags it when you're outside that band.

5 mg vial, 250 mcg doseConcentrationVolumeUnits
1 mL water5.00 mg/mL0.05 mL5
2 mL water2.50 mg/mL0.10 mL10
3 mL water1.67 mg/mL0.15 mL15
5 mL water1.00 mg/mL0.25 mL25

Every row delivers exactly the same 250 mcg. Only the ease of measuring it changes.

Peptide reconstitution questions

Does adding more water make the dose weaker?

It makes the solution weaker but the dose identical, provided you adjust the volume you draw. That's the whole point of the calculation. Doubling the water halves the concentration and doubles the volume for the same dose, so the amount of peptide entering you is unchanged.

Why bacteriostatic water rather than sterile water?

Bacteriostatic water contains a small amount of benzyl alcohol, which suppresses bacterial growth and lets a vial be punctured multiple times over a period of days or weeks. Plain sterile water has no preservative, so a reconstituted vial should be treated as single-use.

How many doses will a vial give me?

Divide the vial contents by the dose, both in the same unit. A 5 mg vial at 250 mcg per dose is 5000 ÷ 250, so 20 doses. Note this is set entirely by the vial and the dose - the amount of water makes no difference to it.

My dose is under 5 units. Is that a problem?

It's harder to measure accurately. At 3 units, being one mark out is a 33% error. Reconstituting with more water spreads the same dose across more units, so the same physical imprecision becomes a much smaller proportional error.

What if my volume is more than the syringe holds?

Either use a larger syringe or reconstitute with less water. The calculator warns you when the dose exceeds the capacity of the syringe you selected, since that's a case where you'd otherwise have to inject twice.

Does this work for any peptide?

The arithmetic is identical for anything supplied as a lyophilised powder measured in milligrams, because it's pure unit conversion. What it can't tell you is anything about a specific compound - its stability once mixed, how it should be stored, or whether the dose you entered is sensible.

Show the working

Four divisions and a unit conversion, with your own numbers filled in below. If any of it looks wrong, it might be - tell us what we got wrong.

Concentration after reconstituting mg per mL = peptide mg ÷ water mL
Dose normalised to milligrams mcg entered → mg = mcg ÷ 1000 mg entered → mg = mg
Volume to draw mL = dose mg ÷ concentration mg per mL
Syringe units units = mL × 100
Doses in the vial, and how long it lasts doses = vial mg ÷ dose mg days = doses ÷ doses per day

Constants used

  • 1000 — micrograms in a milligram
  • 100 units = 1 mL — insulin syringe calibration, identical on 0.3, 0.5 and 1.0 mL barrels
  • 10 to 40 units — the band this page treats as comfortably measurable. That is a judgement, not a standard

Note what is not here. There is no peptide database, no half-life, no potency assumption and no dose recommendation. Concentration is pure arithmetic and holds for any lyophilised powder; anything beyond that would require knowing which compound you have, which this page deliberately does not ask.

The sources

This page is unit arithmetic - milligrams to micrograms, millilitres to syringe units - and the arithmetic is exact. The only thing that needs sourcing is the syringe standard it converts into.

What the page computes concentration = mg in vial / mL of water dose volume = mcg wanted / concentration syringe units = dose volume mL x 100
  1. Humulin R U-100 label - DailyMed, National Library of Medicine. The U-100 standard this page converts into - 100 units per mL, identical on 0.3, 0.5 and 1.0 mL barrels - and the explicit warning that using a syringe marked for a different concentration is a dosing error.
  2. FDA approved labelling, insulin injection, 10 mL vial (1000 units per vial). Confirms the same units-per-mL relationship from the FDA label rather than the manufacturer's site.

The 10-to-40-unit comfortable-measuring band this page nudges you toward is a judgement, not a standard, and it is the one number here with no citation behind it. It exists because a dose landing at 2 units is hard to draw accurately and one landing at 95 wastes the barrel. Reconstitution volume is yours to choose; the page just shows you where the arithmetic lands.