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The polymerase chain reaction (PCR) and gel electrophoresis are two of the most important techniques in modern molecular biology. PCR allows the amplification of a specific DNA sequence — billions of copies from a single starting molecule, in a few hours, in a test tube. Gel electrophoresis separates DNA fragments by size, providing a way to verify and analyse the products of PCR, restriction digests, and DNA fingerprinting reactions. Together they underpin forensic science, medical diagnostics, paternity testing, conservation genetics, basic research, and genetic engineering. Both techniques are explicit AQA A-Level Biology content.
Spec mapping: This lesson sits in AQA 7402 Section 3.8.4 — Gene technologies allow the study and alteration of gene function. The specification expects candidates to describe the principle of PCR (including the role of primers, Taq DNA polymerase, free nucleotides, and the heating/cooling cycles), to calculate amplification yields, and to describe the principle and applications of gel electrophoresis. (Refer to the official AQA specification document for exact wording.)
By the end of this lesson you should be able to: state the components of a PCR reaction and the role of each; describe the three temperature-controlled steps of a cycle and the molecular event at each; explain why a thermostable polymerase (Taq) is essential; calculate amplification yield after n cycles, both at ideal and at realistic (sub-100%) efficiency; explain the principle of gel electrophoresis in charge-and-size terms; and read a gel by comparing sample bands to a molecular-weight ladder.
The earlier worked examples assume 100% efficiency, so that copy number is exactly 2n after n cycles. Real reactions never quite achieve this: primers are consumed, dNTPs and enzyme are depleted, and product strands begin to re-anneal to one another instead of to primers, so the effective per-cycle multiplication factor is a little below 2. The amplification is better modelled as N=N0(1+E)n, where N0 is the starting copy number, n is the cycle number, and E is the efficiency (a fraction between 0 and 1; E=1 is the ideal case of perfect doubling).
Suppose a reaction begins with N0=50 template molecules and runs for 30 cycles at an efficiency of E=0.90 (a typical, well-optimised value). Then:
N=50×(1.90)30
Evaluating (1.90)30: since log10(1.90)≈0.2788, we have 30×0.2788=8.36, so (1.90)30≈108.36≈2.3×108. The final yield is therefore approximately 50×2.3×108≈1.1×1010 copies — around 11 billion molecules. Compare this with the idealised 50×230≈5.4×1010: the modest drop from E=1.0 to E=0.90 costs roughly a five-fold reduction in final yield, which shows how sensitively the exponential term responds to efficiency. This is exactly why quantitative PCR (qPCR) measures the quantification cycle (Cq) — the cycle at which product crosses a fluorescence threshold — rather than the raw end-point yield: the exponential phase is far more reproducible than the plateau, and comparing Cq values between samples cancels much of the run-to-run variation in E. A useful rule of thumb that follows from the model: at E=1, a starting sample that has ten times more template will cross the threshold about log2(10)≈3.3 cycles earlier, which is the basis of relative quantification.
Key Definition: PCR is an in vitro technique that rapidly amplifies (makes many millions of copies of) a specific DNA sequence from a very small starting sample. The reaction is performed in a single tube using a programmable heat block — the thermal cycler — that ramps the temperature up and down through the cycle phases.
PCR was developed by Kary Mullis in 1983 (Nobel Prize in Chemistry, 1993) and has revolutionised molecular biology. It works by mimicking DNA replication in a test tube — recreating, in successive temperature-controlled steps, the strand separation, primer binding and extension that ordinarily occur in vivo at a replication fork.
| Component | Role |
|---|---|
| Template DNA | The DNA sample containing the target sequence to be amplified. Quantities can be vanishingly small — a single cell, a fragment of bone, a smear of saliva |
| Primers | Short (typically 18–25 bases) single-stranded DNA sequences complementary to sequences flanking the target region. Two primers are needed — one for each strand. The forward primer anneals to the antisense strand and primes synthesis in the 5'→3' direction toward the gene; the reverse primer anneals to the sense strand and primes synthesis in the opposite direction |
| Taq DNA polymerase | A heat-stable DNA polymerase isolated from Thermus aquaticus, a thermophilic bacterium found in hot springs. It can withstand repeated cycles of high temperature without being denatured |
| Free deoxyribonucleotides (dNTPs) | The four DNA nucleotides (dATP, dTTP, dCTP, dGTP) used as building blocks for the new DNA strands |
| Buffer solution | Provides optimal pH and ion concentrations (including Mg²⁺, an essential cofactor for Taq polymerase) |
Each PCR cycle has three temperature-dependent steps. A typical reaction runs 25–35 cycles in approximately 1.5–3 hours.
flowchart TD
A["Double-stranded template DNA + primers + dNTPs + Taq + Mg²⁺"] --> B["94-98°C Denaturation: H-bonds break, strands separate"]
B --> C["50-65°C Annealing: primers H-bond to complementary template sequences"]
C --> D["72°C Extension: Taq adds dNTPs at 3' end of primer, 5'→3'"]
D --> E["Two double-stranded copies of region between primers"]
E -.->|Cycle 2 onwards| B
This exponential growth is the conceptual core of PCR. After the first few cycles, the reaction is dominated by products that are exactly bounded by the two primers — fragments of defined length corresponding to the region between (and including) the primer binding sites. The original (longer) template strands are vastly outnumbered.
Worked Example 1 — PCR Amplification:
A forensic scientist begins with 10 copies of a target DNA sequence. How many copies will be present after 20 cycles of PCR (assuming 100% efficiency)?
Solution: Number of copies = 10 × 2²⁰ = 10 × 1,048,576 = 10,485,760 copies (approximately 10.5 million).
Worked Example 2 — Cycles required:
A diagnostic laboratory needs at least 10⁹ copies of a target sequence for reliable detection. Starting from a single molecule, how many PCR cycles are required (assuming 100% efficiency)?
Solution: Require 2ⁿ ≥ 10⁹. Take log₂: n ≥ log₂(10⁹) = 9 × log₂(10) ≈ 9 × 3.32 ≈ 29.9. So at least 30 cycles are required. (In practice, a margin is added — 35 cycles is typical.)
Key Definition: Gel electrophoresis is a technique that separates DNA (or RNA or protein) fragments by passing them through a gel matrix under the influence of an electric field. For DNA the principal variable is size — smaller fragments migrate further; the charge per unit length is essentially constant for all DNA.
Preparing the gel. Agarose powder is dissolved in buffer by heating (typical concentrations 0.7–2% w/v). The molten agarose is poured into a casting tray with a comb to create wells. As it cools (~50°C → room temperature) it sets into a gel with a porous structure. The agarose concentration determines the pore size: higher % gives smaller pores and better resolution of small fragments (1.5–2% for ~100–1000 bp); lower % for larger fragments (0.7% for ~5–25 kb).
Loading the samples. DNA samples (PCR products, restriction digests, or fingerprinting reactions) are mixed with a loading dye that contains glycerol (to add density so the sample sinks into the well) and a visible dye such as bromophenol blue (so the migration front can be tracked). Samples are pipetted into the wells.
Running the gel. The gel is placed in a tank filled with buffer solution (TAE or TBE) and connected to a power supply. An electric current is applied (typically 80–120 V for 30–90 minutes). The buffer conducts current and maintains a stable pH so that DNA remains negatively charged.
Staining and visualisation. After electrophoresis, the gel is stained to make the DNA visible:
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