Molecular Weight & Extinction Coefficient Calculator 2026

Calculate molecular weight, extinction coefficient, and concentration conversions for DNA and RNA oligonucleotides using 2026 standards. Supports common modifications and real-time calculations.

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Length: 0 nt

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Enter a sequence and click"Calculate MW"

What Is Oligonucleotide Molecular Weight?

Molecular weight (MW) of an oligonucleotide is the sum of the atomic weights of all atoms in the molecule, typically expressed in Daltons (Da) or grams per mole (g/mol). For a single-stranded DNA oligonucleotide, MW depends on the sequence composition and any chemical modifications. A typical 20-mer DNA primer has a MW of approximately 6,000-6,500 Da.

Knowing the exact MW is essential for converting between mass (µg) and molar (nmol, pmol) concentrations — a critical step when preparing stock solutions from lyophilized oligos. Vendors typically report the amount of synthesized oligo in either OD260 units or nanomoles, and you need MW to convert between these units for accurate experimental concentrations.

The extinction coefficient (ε260) is equally important: it tells you how much UV light at 260 nm the oligo absorbs, allowing you to measure concentration using a spectrophotometer (NanoDrop, etc.). Our calculator uses the nearest-neighbor method for ε260 calculation, which accounts for base stacking interactions and is more accurate than simple base-additive methods.

How to Use the Molecular Weight Calculator

  1. Enter your oligonucleotide sequence (5' to 3') in the input field. Both DNA and RNA are supported.
  2. Select any 5' or 3' modifications (phosphate, biotin) if applicable.
  3. The calculator instantly displays: molecular weight (Da), extinction coefficient (ε260 in L/(mol·cm)), nmol/OD260, and µg/OD260.
  4. To convert from OD260 to concentration: enter the measured OD260 value and resuspension volume to get the concentration in µM and ng/µL.
  5. For batch processing, switch to Batch Mode and paste multiple sequences.

Frequently Asked Questions

How is oligonucleotide molecular weight calculated?
For single-stranded DNA, MW is calculated by summing the average molecular weights of each nucleotide residue (dAMP: 331.2, dCMP: 307.2, dGMP: 347.2, dTMP: 322.2 g/mol), subtracting one water molecule (18.02 g/mol) per phosphodiester bond, and adding the mass of any terminal modifications. Our calculator performs this calculation automatically and accounts for 5'-hydroxyl vs 5'-phosphate terminal groups.
What is the extinction coefficient (ε260) and why does it matter?
The molar extinction coefficient (ε260) describes how strongly an oligonucleotide absorbs UV light at 260 nm. It is measured in L/(mol·cm) and used with Beer-Lambert law (A = εcl) to convert absorbance readings into concentration. The nearest-neighbor method for calculating ε260 accounts for hypochromicity — the reduction in UV absorption caused by base stacking in single-stranded oligos — making it significantly more accurate than simply summing individual nucleotide extinction coefficients.
How do I convert OD260 to nmol or µg?
Use the conversion factors: nmol = OD260 × (nmol/OD260 factor) and µg = OD260 × (µg/OD260 factor). Our calculator provides both factors automatically. For example, a 20-mer with nmol/OD260 = 5.2 and µg/OD260 = 33: if you have 3.5 OD260, that equals 18.2 nmol or 115.5 µg of oligonucleotide. Divide by your resuspension volume to get concentration.
Does salt form affect molecular weight?
Yes. Oligos from vendors are typically supplied as sodium or ammonium salts. The sodium salt form adds approximately 22 Da per phosphodiester bond (one Na⁺ per negative charge). For a 20-mer, this adds about 418 Da. Our calculator reports the free acid (non-salt) MW by default. If your vendor reports salt-form MW, expect values approximately 5-7% higher than our output.
How accurate is the nearest-neighbor extinction coefficient?
The nearest-neighbor method for ε260 is accurate to within ±5% for most sequences. It accounts for base stacking hypochromicity, which can reduce the extinction coefficient by 10-30% compared to the sum of individual bases. The main limitation is for highly structured single-stranded sequences (strong hairpins), where additional hypochromicity from intramolecular base pairing can cause the actual ε260 to be 5-15% lower than predicted.

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