ELISA Data Analysis Calculator

Analyze ELISA plate data in your browser: build a standard curve, calculate sample concentrations, apply dilution factors, and review basic QC metrics.

1. Assay setup

4PL is typical for sandwich / competitive ELISA.

Includes zero / blank if used.

Number of OD readings per standard or sample.

2. Enter standards (concentration & OD)

Standard Concentration Units Type Replicate OD values

Mark the lowest point as "Blank" or "Standard". Blank points are used to estimate background but ignored in curve fitting.

3. Enter samples (OD & dilution)

Sample ID Dilution factor Replicate OD values

4. Analyze

5. Results & QC

Standard curve

Sample concentrations

Sample Mean OD CV % Calc. conc. Final conc. (dilution-corrected) Flag

How this ELISA calculator works

Enzyme-linked immunosorbent assay (ELISA) is a plate-based immunoassay used to quantify proteins, antibodies, hormones, and many other analytes. The core of ELISA data analysis is the standard curve, which relates optical density (OD) to known concentrations.

This tool helps you:

  • Enter standards and samples with multiple replicates
  • Fit a standard curve (4PL, linear, or log-linear)
  • Calculate sample concentrations from OD values
  • Apply dilution factors to report concentrations in the original sample
  • Review QC metrics such as R² and replicate CV%

Curve fitting models

Three models are implemented:

  • 4-parameter logistic (4PL) – recommended for most sandwich and competitive ELISAs.
  • Linear – for assays that are linear over the working range.
  • Log-linear – linear fit of OD vs. log10(concentration).

4-parameter logistic (4PL) equation

For concentration \(x\) and OD \(y\):
\[ y = D + \frac{A - D}{1 + \left(\frac{x}{C}\right)^B} \] where:
  • \(A\) = minimum asymptote (bottom OD)
  • \(D\) = maximum asymptote (top OD)
  • \(C\) = inflection point (EC\(_{50}\))
  • \(B\) = slope (Hill coefficient)

To calculate the concentration from an OD value, the equation is inverted:

\[ x = C \left( \left( \frac{A - D}{y - D} - 1 \right)^{1/B} \right) \]

Linear and log-linear models

For a linear model, the relationship is:

\[ y = m x + b \quad \Rightarrow \quad x = \frac{y - b}{m} \]

For a log-linear model, the fit is performed on log10(concentration):

\[ y = m \log_{10}(x) + b \quad \Rightarrow \quad x = 10^{\frac{y - b}{m}} \]

Replicate statistics and CV%

For each standard and sample, the calculator computes the mean OD and coefficient of variation (CV%):

\[ \text{CV\%} = \frac{\text{standard deviation}}{\text{mean}} \times 100 \]

High CV% suggests pipetting or plate issues. Many labs aim for CV% < 10–15% for standards and < 15–20% for samples, but acceptable limits depend on the assay.

Step-by-step: analyzing an ELISA plate

  1. Choose the curve model (4PL is usually best).
  2. Set the number of standards and replicates, then click Apply layout.
  3. Enter standard concentrations and OD values. Mark blanks if applicable.
  4. Enter sample IDs, dilution factors, and OD values.
  5. Click Fit curve & calculate concentrations.
  6. Inspect the standard curve plot and R² value.
  7. Review sample concentrations and flags (e.g., out-of-range OD).
  8. Export the results as CSV for your records or LIMS.

Limitations and good practices

  • Always ensure OD values fall within the reliable range of the standard curve.
  • Repeat samples with very high or low OD (outside curve range) using an adjusted dilution.
  • Use consistent pipetting and plate handling to minimize variability.
  • Consult your kit’s instructions and lab SOPs for acceptance criteria and validation.

FAQ

What does this ELISA calculator do?

It fits a standard curve to your ELISA standards and uses that curve to convert sample OD values into concentrations, with optional dilution correction and QC metrics.

Which curve fit should I choose?

Use 4PL for most immunoassays with a sigmoidal response. Use linear or log-linear only if your standards clearly follow a straight line over the working range.

Can I use this for competitive ELISA?

Yes. Competitive ELISAs also typically follow a logistic relationship between OD and concentration. Just ensure you interpret the direction of the curve correctly (higher concentration often means lower OD).

Is this calculator a substitute for validated lab software?

No. This tool is for educational and research support only. For regulated assays or clinical decision-making, use validated, audited software and follow your institution’s quality system.