Generate standard curves and quantify unknown samples from qPCR data
| Conc (ng) | Average | Ct 1 | Ct 2 | Ct 3 | |
|---|---|---|---|---|---|
Add at least 5 valid data points to generate results.
| Sample Name | Dilution (1:X) | Cq 1 | Cq 2 | Cq 3 | Avg Cq | Undiluted Amt | |
|---|---|---|---|---|---|---|---|
- | - |
This tool performs absolute quantification of unknown samples using a standard curve generated from known concentrations. The standard curve is created by plotting Cq (quantification cycle) values against the logarithm of template concentrations, allowing precise calculation of unknown sample amounts.
Cq = m × log₁₀(Concentration) + b
Efficiency (%) = (10^(-1/slope) - 1) × 100
Ideal efficiency: 90-110% (slope ≈ -3.32 for 100% efficiency)
log₁₀(Concentration) = (Cq - b) / m
Rearranging to solve for concentration:
Concentration = 10^((Cq - b) / m)
Undiluted Amount = Concentration × Dilution Factor
If sample was diluted 1:10 before qPCR, multiply calculated concentration by 10 to get original amount
R² measures how well the regression line fits the standard curve data points.