GC Content Calculator

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GC Content Calculator

Instantly evaluate the GC%, AT%, and melting temperature (Tm) of any DNA or RNA sequence. Paste raw sequences or FASTA formats to automatically strip whitespace and map sliding window GC distribution.

  • Determines precise base compositions (A, T, G, C, N).
  • Highlights optimal primer binding ranges instantly.
  • Generates a sliding-window GC plot for amplicon analysis.

Common uses: 🧬 Primer Design 🧪 PCR Optimisation 🔬 Genomic Analysis ✓ Free · No login

GC Content Calculator

Paste any DNA sequence — raw or FASTA format — and instantly see GC%, AT%, base composition, Tm estimate, and a sliding-window GC plot. Bases are colour-coded live as you type. G-C pairs form 3 hydrogen bonds vs. 2 in A-T pairs, making GC-rich sequences thermally more stable.

Sequence Tools GC% = (G+C)/N × 100

DNA Sequence Input

Load example
FASTA or raw
0 bp
FASTA headers (lines starting with >), spaces, digits and line breaks are stripped automatically. Accepts IUPAC ambiguous codes (N, R, Y, …).
Cleaned sequence preview
Cleaned sequence appears here…
■ A (Adenine) ■ T (Thymine) ■ G (Guanine) ■ C (Cytosine) ■ N (ambiguous)
Length
GC%
AT%
Tm est.

GC Content

GC%
GC Content
Base Composition
A
T
G
C
A
T
G
C

GC% Reference Scale

Your sequence's GC% is marked on the scale below as you type. The colour zones indicate biological and technical significance.

Very Low Low Optimal High Very High
010203040 5060708090100
🔴 <20% Very Low — unstable, poor hybridisation
🟠 20–40% Low — moderate stability
🟢 40–60% Optimal — ideal for PCR primers
🟡 60–70% High — check for secondary structures
🔴 >70% Very High — secondary structures, PCR failure risk

Formulae Used updates as you type

GC Content
GC% = (G + C) / N × 100
(? + ?) / ? × 100 = ?
N = total canonical bases (A + T + G + C). Ambiguous bases (N, R, Y…) are excluded from the denominator and reported separately.
AT Content
AT% = (A + T) / N × 100
(? + ?) / ? × 100 = ?
AT% = 100% − GC% for sequences containing only canonical bases. The two percentages always sum to 100% (before accounting for ambiguous bases).
Tm — Wallace Rule (≤ 30 bp)
Tm = 2(A+T) + 4(G+C)
Each G-C pair contributes 4 °C; each A-T pair contributes 2 °C. Simple and reliable for short oligonucleotides up to ~30 bp.
The factor of 2 vs. 4 reflects the difference in hydrogen bond count: G-C pairs form 3 H-bonds while A-T pairs form only 2, making G-C pairs ~2× more stable per base pair.
Tm — Marmur-Doty (long sequences)
Tm = 81.5 + 16.6·log[Na⁺] + 0.41·GC% − 675/N
Default [Na⁺] = 50 mM (typical PCR conditions). The 675/N term corrects for end-destabilisation in finite sequences.
More accurate than the Wallace rule for sequences > 30 bp and is widely used for estimating genomic Tm. Requires salt concentration as an additional input — higher [Na⁺] increases Tm.

G-C vs. A-T Base Pair Stability

The difference in hydrogen bond count between the two base pair types is the molecular basis of GC-dependent thermal stability. This is why GC content directly predicts melting temperature.

G – C pair
3 hydrogen bonds
G
≡≡≡
C
Stability
+4 °C / base pair
vs
G-C is
2× more stable
than A-T
A – T pair
2 hydrogen bonds
A
= =
T
Stability
+2 °C / base pair
High GC% → more G-C pairs → more H-bonds → higher Tm → more stable double helix
High AT% → fewer H-bonds → lower Tm → easier strand separation (e.g. at origins of replication)

Genomic GC Content Reference

Typical GC content varies enormously across organisms — from ~30% in AT-rich eukaryotes to over 70% in some Actinobacteria. Understanding the GC landscape of your target organism helps set appropriate PCR conditions and cloning strategies.

Organism / Context GC Content

What is GC Content?

GC content is the percentage of nitrogenous bases in a DNA or RNA molecule that are either Guanine (G) or Cytosine (C). It represents the exact ratio of these two bases against the entire canonical length of the sequence.

Because G-C pairs are physically bonded by three hydrogen bonds rather than the two found in A-T pairs, their concentration heavily dictates the overall thermodynamic stability of the nucleic acid strand.

Why GC Content Matters

The GC ratio directly controls the sequence’s melting temperature (Tm) — the point at which the double helix unzips into single strands. This defines how efficiently an oligo binds during PCR, hybridization, or microarray experiments.

In whole genomes, GC content shapes biological function. GC-rich regions often map to gene-dense areas, promoters (like CpG islands), and structurally stable DNA. Pathogens and extremophiles frequently adapt their GC content to survive in varying environmental temperatures.

How the GC Content Calculator Works

The calculator parses raw text or standard FASTA formats, immediately filtering out headers, whitespace, and numbering. It then counts all canonical bases to apply the standard metric: GC% = (G + C) / N × 100.

  • Live Analysis: Generates instantaneous readouts for sequence length, AT%, and basic Tm estimates.
  • Window Plotting: Maps regional fluctuations across the sequence to expose hidden AT-rich or GC-heavy clusters.
  • Ambiguous Base Handling: Excludes IUPAC codes (like N, Y, R) from the denominator to preserve strict accuracy.

How to Interpret GC% Results

Understanding your result is critical for predicting lab success. Evaluating the final percentage helps you identify potential amplification roadblocks before synthesizing your oligos.

  • < 40% (Low): Highly unstable. Expect low melting temperatures and weak binding efficiency. May require longer primers to compensate.
  • 40–60% (Optimal): The "goldilocks" zone. Balances binding strength with reliable thermal denaturation, perfect for standard PCR.
  • > 60% (High): Highly stable but prone to secondary structures like hairpins. Denaturation will require elevated temperatures or PCR additives like DMSO.

Worked Example (Sequence Analysis)

Consider designing a 20-base pair primer: ATGCGTACGTTAGCATCGTT.

Base Type Count Calculation
Guanine (G) 5 Total G+C = 9
Cytosine (C) 4
Adenine (A) + Thymine (T) 11 Total N = 20
Final Result GC% = (9 / 20) × 100 = 45%

Interpretation: A GC content of 45% falls perfectly within the optimal 40–60% range, indicating this primer will exhibit reliable binding stability without forming stubborn secondary structures.

GC Content in Primer Design

A single GC% value doesn't guarantee a good primer; physical distribution matters.

  • The 3' GC Clamp: A primer should ideally terminate with 1 or 2 G/C bases. This tight hydrogen bonding firmly anchors the polymerase at the extension site.
  • ⚖️ Internal Balance: Avoid designs where all G/C bases cluster at one end. Uneven distribution creates mismatched binding affinities across the oligo length.
  • ⚠️ Homopolymer Risks: Prevent clusters of >3 identical bases (e.g., GGGG). These runs cause the polymerase enzyme to slip and mis-amplify the target.

Common Mistakes

🔴

Ignoring Localised AT-Rich Regions

An overall 50% GC amplicon might still hide an unstable 20bp AT-rich stretch in the middle. Always check the sliding window plot to spot hidden drop-offs.

🟡

Counting "N" in the Denominator

Including ambiguous bases in your total length calculation artificially depresses your GC percentage. Exclude them for accurate thermodynamic profiling.

🟡

Assuming Tm from GC% Alone

While highly correlated, GC% isn't Tm. Sequence order (nearest-neighbor stacking) dictates true melting points. Always use a dedicated Tm calculator for exact values.

Frequently Asked Questions

What is GC content and why does it matter?
GC content is the percentage of guanine (G) and cytosine (C) bases in a DNA or RNA sequence. It affects Tm (melting temperature), PCR efficiency, gene expression, and genome stability. High GC content can cause secondary structures and PCR difficulties.
How is GC content calculated?
GC content (%) = ((G + C) / total canonical bases) × 100. Ambiguous bases (like N) are excluded from the denominator.
What is the ideal GC content for a PCR primer?
Primers should ideally have 40–60% GC content for a balanced Tm and stable binding. Very high GC (>60%) can cause secondary structures; very low GC (<40%) leads to low Tm and non-specific annealing.
What GC content is considered high or low for a genome?
Genomes typically range from 25% GC (Plasmodium falciparum) to 75% GC (Streptomyces). Human genome GC content is approximately 41%. GC content above 60% is considered high; below 35% is considered low for most organisms.
Does GC content affect protein expression?
Yes. GC-rich codons are often preferred by bacteria like E. coli for highly expressed genes. Very high or very low GC content in a coding sequence can reduce translation efficiency and may require codon optimisation for heterologous expression.
Can I calculate GC content for RNA sequences?
Yes. The GC content formula is the same for RNA — simply treat U (uracil) as equivalent to T (thymine). RNA GC content is calculated as (G + C) / total bases × 100.