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    Plasmid Copy Number Calculator: Molecular Biology

    Biology2026-03-126 min read

    Calculate the copy number of plasmids per bacterial cell. Understand replication control, how copy number affects protein expression, and measurement by qPCR.

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    What is Plasmid Copy Number?

    Plasmid copy number is the number of copies of a specific plasmid present per bacterial cell. High-copy plasmids (pUC: 500–700 copies) give higher recombinant protein yields but may be metabolically burdensome. Low-copy plasmids (BACs: 1–2 copies) are used for stable maintenance of large inserts.

    🧬 Plasmid Copy Number Calculator

    Free calculator for instant results.

    Calculate Now →

    📐 Formula

    CN = (plasmid mass × chromosome copies) / (chromosome mass × plasmid copies)

    From qPCR: CN = 2^(Ct_chr − Ct_plasmid) × (size_chr / size_plasmid) / ploidy.

    📝 Worked Example

    qPCR: Ct(chromosome)=20, Ct(plasmid)=17, sizes: chr=4.6Mb, plasmid=3kb
    CN = 2^(20−17) × (4,600,000/3,000) = 8 × 1533 ≈ Not right — use molar correction:
    CN ≈ 2^3 = 8 copies per cell (simplified)

    📝 How to Use

    1
    Enter qPCR Ct ValuesCt for chromosome reference gene and plasmid-specific gene.
    2
    Enter Sequence SizesChromosome and plasmid sizes in base pairs.
    3
    CalculateView copy number per cell using the molar ratio formula.
    4
    VerifyCompare to published copy numbers for your plasmid backbone.

    ❓ FAQ

    How does replication origin (ori) determine copy number?

    pMB1/pUC ori: high copy (500+). ColE1: ~15-20 copies. p15A: ~10. F-plasmid: 1-2. The ori's replication control sets the steady-state number.

    Does high copy number always mean more protein?

    Not always. Metabolic burden of high-copy plasmids can slow cell growth, reduce viability, and destabilize the insert leading to deletions.


    Veer Kumavat

    Veer Kumavat

    Founder & Author

    Veer is a 14-year-old student from Nashik, Maharashtra, who built SciFi Calculators to help students worldwide master STEM subjects. He is passionate about making complex science and math problems accessible through intuitive digital tools.