DNA Concentration Calculator

Convert UV absorbance at 260 nm into a DNA concentration using the standard 50 µg/mL per A260 unit factor, with dilution and A260/A280 purity.

Quick Facts

Method
Beer-Lambert: concentration = A260 × dilution × 50 µg/mL (dsDNA)
Assumes a 1 cm pathlength cuvette; pure DNA has an A260/A280 ratio near 1.8.

Your Results

Calculated
DNA concentration
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µg/mL (ng/µL)
Concentration
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In µg/mL
A260/A280 purity ratio
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Pure DNA ≈ 1.8
Purity verdict
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Interpretation

Ready

Enter your spectrophotometer readings and click Calculate.

About the DNA Concentration Calculator

This calculator converts a UV absorbance reading at 260 nm (A260) into a DNA concentration. Nucleic acids absorb ultraviolet light at 260 nm because of their purine and pyrimidine bases, and that absorbance is directly proportional to how much DNA is present in the light path. The tool applies the Beer-Lambert law together with the empirically established conversion factor for double-stranded DNA, then reports the concentration and, if you supply a second reading, the A260/A280 purity ratio.

The formula

For a standard 1 cm pathlength cuvette:

Concentration (µg/mL) = A260 × dilution factor × conversion factor

The conversion factor is the amount of nucleic acid that gives an absorbance of exactly 1.0 at 260 nm through 1 cm:

  • Double-stranded DNA (dsDNA): 50 µg/mL per A260 unit — the default and the value used for genomic DNA, plasmids, and PCR products.
  • Single-stranded DNA (ssDNA / oligonucleotides): 33 µg/mL per A260 unit.
  • RNA: 40 µg/mL per A260 unit.

Because 1 µg/mL is numerically identical to 1 ng/µL, the same number can be read in either unit. So an A260 of 0.150 measured on a sample diluted 100-fold gives 0.150 × 100 × 50 = 750 µg/mL, i.e. 750 ng/µL of dsDNA.

Why the dilution factor matters

Most spectrophotometers give reliable, linear readings when A260 falls roughly between 0.1 and 1.0. Concentrated stock DNA absorbs far too strongly to read directly, so it is diluted before measurement — for example, 2 µL of sample into 198 µL of buffer is a 100× dilution. The calculator multiplies your reading back up by that factor to recover the true stock concentration. Modern microvolume instruments (such as NanoDrop-style readers) often use a sub-millimeter pathlength and report concentration directly; if you read absorbance on such an instrument, enter a dilution factor of 1 and make sure the instrument has already normalized to a 1 cm-equivalent A260.

The A260/A280 purity ratio

Proteins absorb strongly at 280 nm (from tryptophan and tyrosine), so the ratio of absorbance at 260 nm to 280 nm indicates how clean a DNA prep is. Pure DNA gives an A260/A280 ratio of about 1.8; pure RNA is closer to 2.0. A ratio noticeably below 1.8 usually means residual protein or phenol from the extraction. The ratio is a quality flag only — it does not change the concentration number, but a poor ratio tells you the concentration may include non-DNA absorbers.

Common reference points

  • An A260 of 1.0 (1 cm, no dilution) = 50 µg/mL dsDNA = 50 ng/µL.
  • A typical genomic DNA prep runs 50–500 ng/µL; plasmid minipreps often 100–1000 ng/µL.
  • PCR and qPCR usually need input DNA in the low ng/µL range, so stocks are diluted before use.
  • Human genomic DNA: roughly 1 µg ≈ 3 × 10⁵ copies of the genome.

Frequently Asked Questions

What is the formula for DNA concentration from A260?
Concentration (µg/mL) = A260 × dilution factor × 50 for double-stranded DNA in a 1 cm pathlength cuvette, because an absorbance of 1.0 at 260 nm corresponds to about 50 µg/mL of dsDNA. Use 33 µg/mL for single-stranded DNA and 40 µg/mL for RNA. Since 1 µg/mL equals 1 ng/µL, the result reads the same in either unit.
What does the A260/A280 ratio tell me?
It measures purity. Pure DNA gives a ratio near 1.8 and pure RNA near 2.0. A ratio well below 1.8 points to protein or phenol contamination, since proteins absorb at 280 nm. The ratio does not change the concentration value, but a low ratio means the sample is impure and the reading may include non-DNA absorbers.
Why should A260 be between about 0.1 and 1.0?
Spectrophotometers are most linear and accurate in that absorbance window. Below 0.1 the reading is dominated by noise; above about 1.0 the detector response is no longer linear and the value underestimates the true amount. If your undiluted sample reads outside this range, dilute it and enter the dilution factor so the calculator scales the result back up.
Is µg/mL the same as ng/µL?
Numerically, yes: 1 µg/mL = 1 ng/µL. They are the same concentration expressed with different unit prefixes, because dividing micrograms per milliliter by 1000 (µg→ng is ×1000, mL→µL is ÷1000) leaves the number unchanged. This calculator reports both.