To find out how much bacteriostatic water to add to a peptide vial, multiply the peptide mg by the volume (in mL) you want each dose to draw, then divide by the dose in mg. The result is the BAC water volume.
water mL = (peptide mg × target mL) ÷ dose mg
Example: 10 mg vial, you want each 250 mcg dose to draw 5 units (0.05 mL) on a 0.5 mL insulin syringe → (10 × 0.05) ÷ 0.25 = 2 mL of BAC water.
Solves for the perfect BAC water volume so each dose lands on a clean syringe mark.
A reconstitution calculator solves the inverse of a dosage calculator. Instead of telling you the dose volume for an already-mixed vial, it tells you how much bacteriostatic water to add in the first place so every dose lands on an exact, easy-to-read mark on your insulin syringe.
The math is simple algebra: any peptide dose can be written as mg ÷ mg/mL = mL. A reconstitution calculator rearranges that equation to solve for the mg/mL concentration you need, then back-calculates the bacteriostatic water volume from your vial size.
Input: peptide mg + water mL (the mix you already have). Output: volume to draw for your dose. Answers "how much do I draw?"
Input: peptide mg + target dose + target syringe mark. Output: BAC water to add. Answers "how much water should I mix in?"
Both tools solve the same equation — they just rearrange it depending on which variable is unknown. Use a reconstitution calculator before opening the BAC water vial. Use a dosage calculator after the peptide is already mixed, or when you want to confirm draws on an existing mix.
Two principles drive the choice:
| Syringe size | Capacity | Tick precision | Best target draw range |
|---|---|---|---|
| 0.3 mL | 30 units | 0.5 units | 5–25 units |
| 0.5 mL | 50 units | 1 unit | 10–45 units (most versatile) |
| 1 mL | 100 units | 2 units | 20–90 units (for larger doses) |
If you'd rather skip the calculator for a typical mix, here are the most popular vial-to-water ratios and the doses they produce on standard insulin syringes:
| Vial | BAC water | Concentration | 1 unit = | 250 mcg = | 500 mcg = |
|---|---|---|---|---|---|
| 5 mg | 1 mL | 5 mg/mL | 50 mcg | 5 units | 10 units |
| 5 mg | 2 mL | 2.5 mg/mL | 25 mcg | 10 units | 20 units |
| 10 mg | 2 mL | 5 mg/mL | 50 mcg | 5 units | 10 units |
| 10 mg | 1 mL | 10 mg/mL | 100 mcg | 2.5 units | 5 units |
| 10 mg | 3 mL | 3.33 mg/mL | 33.3 mcg | 7.5 units | 15 units |
| 10 mg | 5 mL | 2 mg/mL | 20 mcg | 12.5 units | 25 units |
| 15 mg | 3 mL | 5 mg/mL | 50 mcg | 5 units | 10 units |
| 20 mg | 2 mL | 10 mg/mL | 100 mcg | 2.5 units | 5 units |
10 mg / 2 mL mix (5 mg/mL) is by far the most popular peptide reconstitution because it lands a 250 mcg dose on exactly 5 units — easy to draw, easy to remember, fits a standard 0.5 mL insulin syringe.
Once the calculator has given you the BAC water volume, the actual reconstitution process is identical for every peptide:
Wipe the rubber septum of both the peptide vial and the bacteriostatic water vial with a fresh 70% isopropyl prep pad. Air-dry 10 seconds.
Use a 3 mL mixing syringe with a 21–23 G drawing needle. Pull exactly the volume the calculator gave you.
Angle the needle so the water trickles down the glass — not directly onto the powder. Direct stream causes foaming and can denature delicate peptides.
Roll the vial between your palms for 20–30 seconds until completely dissolved. Shaking creates foam and can degrade peptides like BPC-157, Semaglutide, and TB-500.
The solution should be water-clear and colorless. Write the reconstitution date and final concentration directly on the vial.
Store at 2–8°C (36–46°F). Most reconstituted peptides are good for ~28–30 days; some (Semaglutide) longer, some (GHK-Cu) shorter.
Two warnings the reconstitution calculator will flag:
"Just add 2 mL" works for the most common 10 mg vials at standard 250 mcg doses, but breaks down the moment you change variables:
In each case, guessing the water volume can leave you with awkward draws like 7.3 units or 11.6 units that are impossible to measure accurately. The calculator solves backward in one step.
The most common ratio is 2 mL of bacteriostatic water per 10 mg vial, giving a 5 mg/mL concentration. At that strength a 250 mcg dose lands on exactly 5 units of a 0.5 mL insulin syringe. Use 1 mL if you want a higher concentration (smaller draw); use 3 mL or 5 mL if you want a lower concentration (larger, more accurate draw for micro-doses).
Yes — adding less water raises the concentration and makes each dose draw smaller. The trade-off is precision: a 2.5-unit draw is much harder to measure accurately than a 10-unit draw. Most protocols target a 5–15 unit draw range as the sweet spot for accuracy and convenience.
Practically, anything below 0.5 mL becomes hard to measure accurately and leaves a high-concentration solution where small dosing errors are amplified. The lower limit isn't chemical — most peptides dissolve fine in < 0.5 mL — it's the precision of insulin syringes that sets the floor. Aim for at least 1 mL per vial as a working minimum.
No physical limit, but practical issues kick in beyond ~5–6 mL: standard bacteriostatic water vials are 10–30 mL so you'd burn through them fast, and very dilute solutions require larger draws which can exceed your insulin syringe capacity. The calculator will flag this if your target water exceeds 10 mL.
No. The math is identical for every peptide — BPC-157, TB-500, Semaglutide, Tirzepatide, Ipamorelin, GHK-Cu, all of them. What changes is the typical dose size and how concentrated you want your final mix. The calculator handles any peptide; just enter its mg per vial and your desired dose.
A ±2–5% margin is acceptable for most peptide research protocols. Standard 3 mL mixing syringes have 0.1 mL marks, which is well within that tolerance for any mix > 1 mL. For sub-1-mL mixes, use a 1 mL syringe with 0.01 mL marks for tighter precision.
It's not the end of the world — the peptide isn't damaged, you just have a different concentration than planned. Recalculate your dose volume based on the actual amount of water you added (use the dosage calculator). Going forward, label the vial with the real concentration so future draws are correct.