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Primer Resuspension and Dilution Calculator

How much water to add for lyophilized primer resuspension, how to dilute to working stock, and how many reactions your tube will support.

Synthesized primers arrive as lyophilized powder, with a single quantity printed on the tube—for example 32.5 nmol or 200 µg. To prepare a usable stock solution you need to calculate how much water to add yourself. A mistake here propagates to every downstream reaction: every primer concentration will be wrong.

This tool calculates resuspension and dilution in one step, and also tells you how many reactions your tube will support.

The math: write the units out and you won’t go wrong

Errors almost always come from units. Expand the definition:

C(µM) = µmol/L = nmol/mL = (nmol / 1000) per µL

So the volume of water to add for the stock is:

V(µL) = n(nmol) × 1000 / C(µM)

The 100 µM special case is all you need to remember: at 100 µM, V = n × 10. A tube containing 32.5 nmol: add 325 µL of water → 100 µM.

Why everyone makes 100 µM stocks

100 µM is the de facto standard for primer stocks, because it satisfies two requirements at once:

The whole workflow runs on powers of ten, so you can verify it in your head. That matters more than saving a few pipette steps.

How many reactions does one tube support?

Using 32.5 nmol as an example:

Step Result
Resuspend to 100 µM 325 µL
Dilute entire stock to 10 µM 3250 µL
Add 1 µL per 20 µL reaction 3250 reactions

A standard synthesis scale (minimum order) is far more than enough for most experiments. There is no reason to order a larger synthesis just to “have enough”—the real limitation is shelf life, not total quantity.

nmol or µg?

When both are printed on the tube, use nmol.

Converting µg back to nmol requires the molecular weight, and molecular weight depends on the terminal group. Synthesized primers default to 5′-OH, which is lighter than the 5′-phosphate form by one HPO₃ (79.98 g/mol)—a difference of roughly 1.3% for a 20 nt primer. This tool uses the 5′-OH convention, consistent with the molecular weight values in Basic Sequence Statistics.

If you ordered 5′-phosphorylated primers (for ligation, LCR, etc.), use the phosphate-containing molecular weight for the conversion.

Water or TE?

Both are common; the trade-off is:

Note that EDTA from TE carries into the reaction. If the primer volume is large and the reaction is sensitive to Mg²⁺ (e.g., some qPCR assays), use low-EDTA TE (0.1 mM EDTA) or plain water.

Centrifuge before opening

Lyophilized powder scatters to the tube walls and cap during shipping. Briefly centrifuge before opening to pellet the powder at the bottom. Opening the cap first loses some material—and you have no way of knowing how much, so any calculated concentration will be wrong. This is the most common and most avoidable systematic error in primer resuspension.

What this tool does not do

It calculates from the labeled quantity only—it does not measure concentration. The labeled nmol is an OD-based estimate made after synthesis and carries its own uncertainty. To determine the actual concentration after resuspension, measure A260—use the Nucleic Acid Concentration Converter.

It does not convert from OD₂₆₀ units. Some suppliers label tubes in OD rather than nmol. Converting OD to nmol requires the sequence-specific extinction coefficient (calculated by the nearest-neighbor method for each sequence individually), which this tool does not implement.

It does not assess primer quality. Resuspension is only the first step after receiving primers. For dimerization and secondary structure, see Primer Dimer Checker; for Tm, see Nearest-Neighbor Tm Calculator.

FAQ

The tube lists both nmol and µg—which should I use?

Use nmol. Converting µg to moles requires the molecular weight, and molecular weight depends on the terminal group: synthesized primers default to 5′-OH, which is lighter than the 5′-phosphate form by one HPO₃ (79.98 g/mol)—about 1.3% for a 20 nt primer. nmol is a direct molar quantity that skips this conversion step, so there is nothing to get wrong.

Why do people always make 100 µM stocks?

Because the whole workflow runs on powers of ten, which you can verify in your head: 100 µM diluted 10× gives a 10 µM working stock; 1 µL of 10 µM added to a 20 µL reaction gives exactly 0.5 µM final concentration—the most common working concentration for PCR primers. The 100 µM concentration is also high enough to keep frozen volumes small and reduce the number of freeze–thaw cycles.

Should I resuspend in water or TE?

For long-term frozen storage, TE is preferred: EDTA chelates divalent metal ions and inhibits metal-dependent nucleases; plain water pH drifts acidic, which promotes depurination. That said, EDTA from TE carries into the reaction. If the primer volume is large and the reaction is Mg²⁺-sensitive (e.g., some qPCR assays), use low-EDTA TE (0.1 mM EDTA) or plain water.

What should I watch out for when opening the tube?

Always centrifuge briefly before opening the cap. Lyophilized powder scatters to the tube walls and cap during shipping. Opening the cap first loses some material with no way of knowing how much, making the calculated concentration wrong. This is the most common—and most avoidable—systematic error in primer resuspension.

How many reactions does one tube of primers support?

Using a minimum synthesis scale of 32.5 nmol as an example: resuspended to 100 µM that is 325 µL; diluted entirely to 10 µM that becomes 3250 µL; at 1 µL per 20 µL reaction, that supports 3250 reactions. Standard synthesis quantities are far more than enough for most experiments. The real limitation is shelf life, not total amount.

How accurate is the calculated concentration?

This is a theoretical value based on the labeled quantity. The labeled nmol is itself an OD-based estimate made after synthesis and carries inherent uncertainty; losses when opening the tube and pipetting errors add more. For concentration-sensitive applications (e.g., absolute quantification), measure A260 after resuspension to confirm the actual concentration.

Why doesn't this tool support OD₂₆₀ units?

Converting OD₂₆₀ to moles requires the sequence-specific extinction coefficient, which must be calculated for each sequence individually using the nearest-neighbor method—it depends on adjacent base combinations, not simply the number of bases. This tool does not have those parameters built in, so this step is omitted entirely rather than providing an approximation that might appear more accurate than it is.

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