Build a standard curve from your ELISA standards and calculate analyte concentration for any sample absorbance. Supports linear and 4PL curve fitting.
Enter your standard concentrations and corresponding absorbance values. The calculator will fit a linear regression and calculate sample concentrations.
| # | Concentration (pg/mL) | Absorbance (OD) |
|---|
If samples were diluted before the assay, multiply concentration by this factor.
Enter your standard curve data for 4-parameter logistic (4PL) fitting. This is the most accurate method for sigmoid ELISA curves.
| # | Concentration (pg/mL) | Absorbance (OD) |
|---|
| Sample | Absorbance (OD) | Concentration | After Dilution |
|---|
Most ELISA standard curves are sigmoid (S-shaped), especially at high and low concentrations where the signal saturates. The 4-parameter logistic (4PL) model accounts for this and provides a more accurate fit across the entire dynamic range.
The 4PL equation is: y = D + (A − D) / (1 + (x / C)^B), where A = minimum asymptote, B = Hill slope, C = EC50 (inflection point), D = maximum asymptote.
Linear fitting is appropriate only when you are working within the linear range of the assay (typically the middle portion of the sigmoid). If your standards span a wide concentration range, always use 4PL.