PCR products are commonly analyzed after the reaction has completed using double stranded DNA binding dyes like ethidium bromide to reveal the amplified fragments. This end-point analysis is perfectly suited for manipulating the product further but does not provide an indication of the copy number (quantity) before the reaction began.
Combining fluorescent-labeled probes directly into the reaction tube before thermal cycling allows monitoring of amplification in real-time. The signal is designed to remain cloaked until DNA replication through the use of dark quenchers like the Black Hole Quencher® dyes, also attached to the probe and positioned opposite the fluorophore.
Combining fluorescent-labeled probes directly into the reaction tube before thermal cycling allows monitoring of amplification in real-time. The signal is designed to remain cloaked until DNA replication through the use of dark quenchers like the Black Hole Quencher® dyes, also attached to the probe and positioned opposite the fluorophore.
Reaction kinetics can be correlated with the initial copy number by monitoring this signal increase. If one reaction amplifies the same target as another but starts from half the number of molecules, then it will consume one additional cycle to achieve the same level of fluorescence. This fluorescence threshold must fall within the exponential phase for the quantitative relationship to be valid. The cycle # where the reaction crosses this threshold is called the Cycle Threshold, or CT value.
Figure 1: two qPCR reactions amplify the same sequence but starting from different copy number. If amplification efficiency is known then their relative quantities can be expressed as N/M = E^ΔCT.
The mathematical equation describing exponential amplification is:
N2 = N1 x E^ ΔC
Where N2 is the amount of target molecules after ΔCT cycles, starting from a quantity of N1 and an efficiency of E. A second reaction, M, crosses the same threshold as N1 but with a delay of ΔCT. At this threshold, the quantity of M2 is equal to N1, and can substitute into the above equation: N2 = M2 x E^ΔCT. If efficiency is 100% (E = 2) and a 1 cycle delay observed between the reactions (ΔCT = 1), then N2 is twice the quantity of M2.