Gibson Assembly Calculator
Plan a Gibson or HiFi-style overlap assembly: the picomoles, nanograms and volume of the vector and each insert for a chosen vector amount and insert ratio.
Formula
- pmol of the linearised vector
- insert-to-vector molar ratio, applied to every insert
How it works
Gibson assembly joins fragments that share overlapping ends, in a single isothermal reaction. As in ligation, the planning is done in moles, so that each fragment is present in the ratio intended. Each fragment's mass follows from its length and the picomoles wanted, and its volume from its concentration.
Kit guidance commonly gives a total DNA amount and a vector-to-insert ratio for two or three fragments, and a different ratio for very short fragments. The defaults here are commonly used starting values, editable, and the page checks that the DNA fits in the volume the reaction has room for.
Worked example
A 4,000 bp vector at 50 ng/µL with inserts of 1,200 bp (30 ng/µL) and 800 bp (25 ng/µL), 0.05 pmol of vector and a 2 : 1 insert ratio.
- Vector: 0.05 pmol = 130.0 ng = 2.60 µL.
- Insert 1: 0.10 pmol = 78.0 ng = 2.60 µL.
- Insert 2: 0.10 pmol = 52.0 ng = 2.08 µL.
7.28 µL of DNA in total, 0.25 pmol, which fits in the 10 µL available.
These are the values the calculator opens with, so you can check its output against this example.
Assumptions
- Double-stranded fragments of the lengths entered, with overlaps already designed into their ends.
- Concentrations are accurate and the fragments are clean, since carried-over salt or polymerase inhibits the reaction.
- The defaults are starting values; the kit's own protocol sets the total volume and number of fragments.
Common mistakes
- Using masses instead of moles, which starves the vector of inserts or swamps it.
- Leaving template plasmid in a PCR fragment, which produces background colonies. Digest it with DpnI or gel-purify.
- Designing overlaps without checking for secondary structure that blocks annealing.
Related tools
Related equipment
Service documentation, failure modes and parts for the instruments this calculation is used with.