Protein Assay Concentration Calculator

The Protein Assay Concentration Calculator converts a measured assay signal into protein concentration using a linear standard-curve equation, then applies the sample dilution factor. It is intended for workflows where a validated linear fit has been established for the assay range being used.

Enter the sample signal, standard-curve slope and intercept, and the dilution factor applied before measurement. The calculator first solves the line equation for the concentration in the measured sample and then back-calculates the original sample concentration. If your assay requires a nonlinear fit, blank subtraction, path-length correction, or other preprocessing, perform those steps according to the method before using this simplified model.

Standard-curve inputs

AU
AU/(mg/mL)
AU
×
Result
Estimated original protein concentration
Concentration in measured sample
Signal minus intercept
Dilution factor

1. Enter the processed sample signal
Use the signal value appropriate to your fitted standard curve, after any protocol-required blank or background handling.

2. Enter the fitted slope
Provide the slope from a linear standard curve expressed as signal per mg/mL.

3. Enter the intercept
Use the intercept from the same fitted line rather than forcing it to zero unless that is how the curve was intentionally modeled.

4. Apply the dilution factor
Enter the total fold dilution used before the sample was measured; use 1 for no dilution.

5. Check both concentrations
The breakdown shows concentration in the measured diluted sample, while the main result reports the back-calculated original concentration.

Standard curve: signal = slope × concentration + intercept

Measured concentration = (signal − intercept) / slope

Original concentration = measured concentration × dilution factor

Where:

  • Signal = processed assay response in arbitrary units (AU).
  • Slope = AU per mg/mL for the fitted linear standard curve.
  • Intercept = AU at zero concentration according to the fit.
  • Dilution factor = total fold dilution before measurement.

Assumptions: The fitted relationship is assumed to be linear and applicable to the sample signal. The sample and standards should be handled consistently.

What the result means

The main result estimates protein concentration in the original sample before the entered dilution.

Do not extrapolate far beyond the standard-curve range; use the fitting model specified by the assay method when it is not linear.

Given:

  • Signal = 0.74 AU
  • Slope = 0.36 AU/(mg/mL)
  • Intercept = 0.02 AU
  • Dilution factor = 4

Calculation:
Net signal = 0.74 − 0.02 = 0.72 AU
Measured concentration = 0.72 / 0.36 = 2.0 mg/mL
Original concentration = 2.0 × 4 = 8.0 mg/mL

Result:
8.0 mg/mL

The measured aliquot corresponds to 2.0 mg/mL, and the fourfold dilution correction returns an estimated 8.0 mg/mL in the original sample.

Where do the slope and intercept come from?

They come from fitting the assay standards using the same signal processing applied to the unknown sample. This calculator assumes that fitted relationship is linear.

What if my assay uses a quadratic or four-parameter curve?

This linear calculator is not the right model for that fit. Use the equation or software appropriate to the validated nonlinear standard curve.

Should I subtract the blank first?

Follow the assay method and the way your standards were processed. The sample signal entered here must be on the same basis as the signal values used to obtain the slope and intercept.

Why is a signal below the intercept rejected?

With a positive slope, that would produce a negative concentration under the entered linear equation. Recheck background correction, the fit, and whether the sample lies within the usable range.

Is the dilution factor applied before or after solving the curve?

The calculator first determines concentration in the measured diluted sample, then multiplies by the dilution factor to estimate the original concentration.