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🌈 UV Spectroscopy Calculator

Beer-Lambert Law, Molar Absorptivity and Transmittance ↔ Absorbance converter — all in one page.

Beer-Lambert Law
A = ε × c × l
Transmittance ↔ Absorbance Converter
A = −log(T)    T = 10^(−A)
Type a value in either field to convert
LOD & LOQ Calculator (ICH Q2(R1))
LOD = 3.3σ/S    LOQ = 10σ/S
LOD
LOQ
📖 Example (Beer-Lambert): ε = 6,220 L mol⁻¹ cm⁻¹, path length = 1 cm, absorbance = 0.310 → concentration = 0.310 ÷ (6220 × 1) = 4.98 × 10⁻⁵ mol/L. Cite as: "Concentration determined by UV absorbance at 260 nm using Beer-Lambert law (Scitero UV Spectroscopy Calculator, scitero.com)."
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Beer-Lambert

Solve for any variable — absorbance, concentration, molar absorptivity or path length.

Instant conversion

Type in either field — Transmittance ↔ Absorbance converts as you type.

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No sign up, no limits. Use for every UV spectrophotometry calculation.

⚠️ Verify before use: Beer-Lambert assumes dilute solutions with no scattering or chemical interactions affecting absorbance. Double-check critical results independently, especially near the edges of your instrument's linear range.
✔ Formulas last verified against primary references: March 2025  ·  Report an error
⚠️ Report an incorrect calculation

Frequently asked questions

Why do I need molar absorptivity to calculate concentration?

Molar absorptivity (ε) is a substance-specific constant that relates absorbance to concentration via the Beer-Lambert Law (A = εcl). Without knowing ε for your specific compound at your measurement wavelength, absorbance alone cannot be converted into a concentration value.

What's the difference between absorbance and transmittance?

Transmittance is the fraction of light that passes through a sample; absorbance is its negative base-10 logarithm. Absorbance is used for quantification because it scales linearly with concentration, while transmittance does not.

What happens if my absorbance reading is outside the linear range?

The Beer-Lambert Law only holds linearly within a limited absorbance range, typically 0.1-1.0 for most instruments. Above roughly 1.5-2.0, deviations from linearity become significant — dilute your sample and re-measure rather than trusting a high-absorbance reading directly.

Accuracy & how this is derived

Derivation: Based on the Beer-Lambert Law (A = εcl), algebraically rearranged to solve for concentration, absorptivity, or path length as needed, with LOD/LOQ calculated using the standard calibration-curve method (3.3σ/S and 10σ/S).

Validated against: Beer-Lambert Law, a foundational law of quantitative spectroscopy, and ICH Q2(R1) for LOD/LOQ methodology.

⚠️ For educational and research support only — verify critical results independently before use in regulated, clinical, or publication-bound work.

✔ Last updated: July 2026  ·  Report an error

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Beer-Lambert law: practical application in analytical labs

Beer-Lambert law (A = εcl) is the foundation of UV-Vis spectrophotometry. To apply it: measure absorbance at the analyte's wavelength maximum, use a 1 cm path length cuvette, and know ε from literature or a calibration curve. Linear range is typically A = 0.05–1.0; above A = 1.0 stray light causes detector non-linearity. For nucleic acids: DNA at 260 nm, ε ≈ 6600 L mol−1 cm−1 per base pair. LOD = 3.3σ/S and LOQ = 10σ/S per ICH Q2(R1), where σ is the residual standard deviation of the regression and S is the slope.