= Chemical amplification blank
A <chemical amplification blank> measures the response of an amplification procedure without the intended <analyte> contribution. It should reproduce the relevant reagents, handling, reaction cycles and readout. It identifies signal that would otherwise be attributed to <analyte>, including contamination and reactions that generate reporter without the target. The distinction between blank material and its measured indication follows IUPAC terminology.<Blank material in the IUPAC Gold Book>[Entry 08010, blank material and procedural scope.]{ref}
<Amplification blank timing> matters because contamination introduced early can undergo more <chemical multiplication reactions>. In an original fixed-gain model, let $B_j$ be the background amount after cycle $j$, $K$ the cycle multiplier and $b_j$ the background introduced after multiplication in that cycle:
$$
B_{j+1}=KB_j+b_j.
$$
With constant $b_j=b$ and $K\ne1$, this gives
$$
B_n=K^nB_0+b\frac{K^n-1}{K-1}.
$$
For $K=2$, $n=3$, $B_0=0$ and $b=1$ arbitrary amount unit, the final background is 7 units. One unit present before all three cycles instead contributes 8. A blank added only at the final detector cannot reveal either history.
A <blank correction> can remove an estimated mean background without removing its variation. For example, if amplified sample and blank indications are independent with <standard deviations>3 and 2 signal units, their difference has <standard deviation> $\sqrt{3^2+2^2}=\sqrt{13}\approx3.61$. Shared preparation or instrument effects require <covariance> terms instead of an independence assumption.<Evaluation of measurement data — Guide to the expression of uncertainty in measurement by JCGM>[§§5.1–5.2, combination of independent and correlated inputs.]{ref}
A useful experimental series processes several blanks through the same cycle counts as the standards and unknowns. It can distinguish background already present from background that accumulates during processing. Increasing mean gain need not improve the <limit of detection> when blank variability also grows. Report the blank's procedural scope and variation alongside its mean response.
Back to article page
