ΔΔCt vs Pfaffl: primer efficiency and efficiency correction

About 7 min read · Updated 2026-09-30

ΔΔCt assumes every primer pair exactly doubles its product each cycle. When the real efficiency differs, the Pfaffl method plugs each gene’s measured efficiency into the calculation.

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1. Measuring efficiency: the standard curve

Make about five 10-fold dilutions of cDNA, measure Ct, and fit a line with x = log10(amount), y = Ct. The slope gives the efficiency.

E = 10(−1/slope)   ·   efficiency (%) = (E − 1) × 100
SlopeEEfficiencyVerdict
−3.322.00100%Ideal
−3.102.10110%Near upper limit
−3.581.9090%Near lower limit

A good primer pair usually has 90–110% efficiency and R² ≥ 0.98.

Primer efficiency standard curve−4−3−2−101520253035log₁₀(relative amount) — 0 = stock, −1 = 10-fold dilutionCtslope −3.32 → E 2.00 (100%)slope −3.58 → E 1.90 (90%)
Standard curve from a 10-fold dilution series. At 100% efficiency, Ct rises by 3.32 per 10-fold dilution (orange). At 90% efficiency the slope is steeper (blue, −3.58).

2. The Pfaffl equation

Ratio = EtargetΔCttarget(control − sample) ÷ ErefΔCtref(control − sample)

It is the ΔΔCt formula with the “2” replaced by each gene’s measured E. If both efficiencies are 2, the result equals 2−ΔΔCt. With several reference genes, use the geometric mean of their terms in the denominator.

3. How much does efficiency matter?

Take the example from the ΔΔCt guide (control IL6 28.4 → LPS 24.4, GAPDH 18.2 → 18.3) and assume IL6 efficiency 90% (E = 1.90) and GAPDH 100% (E = 2.00).

A 10% efficiency difference changed the result by about 20%. The larger the Ct difference, the bigger the effect.

ΔΔCt vs Pfaffl resultΔΔCt (assumes 100%)17.1×Pfaffl (IL6 efficiency 90%)14.0×05101520
Same Ct data: accounting for 90% IL6 primer efficiency (Pfaffl) lowers the result from 17.1-fold to 14.0-fold.

4. Which one to use

Enter efficiencies (%) and get Pfaffl-corrected results instantly, side by side with ΔΔCt.

Open the qPCR tool →