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Putting sizes in perspective

Transistor gate and DNA: two diameters of a few nanometres

The 2016 Berkeley demonstrator uses a nanotube about 1 nanometre in diameter as a gate. DNA’s double-helix diameter is taken as about 2 nanometres, roughly twice as wide. This number does not describe the entire transistor’s size.

DNA: a dimension about 2 times that of Experimental transistor · 1 nm nanotube gate using the adopted values.

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What does the nanometre in a laboratory transistor actually measure?

Dimensions adopted for the calculation
ReferenceDimension
Experimental transistor · 1 nm nanotube gate1 nm
gate nanotube diameter ≈ 1 nm
DNA2 nm
double-helix diameter

Calculation: 2 nm ÷ 1 nm, after conversion into the same unit. The ratio calculated from the catalogue data is about 2.

Both illustrations use a common factor for the stated dimension. Positions aid reading and do not represent physical separation.

The contacts and complete device are larger than this gate. This is a laboratory result, not a current record or a commercial 1 nm chip. The illustrated lengths of the nanotube and DNA are not the dimensions compared.

Check the conventions

Experimental transistor · 1 nm nanotube gate

2016Demonstration

In 2016, Berkeley researchers demonstrated a molybdenum disulfide transistor using a carbon nanotube approximately 1 nm in diameter as its gate. The nanometre refers to this gate dimension: the entire transistor and its contacts are much larger. The image represents only the nanotube; its vertical diameter is compared and its length is symbolic. This is a laboratory result, not the size of a commercial chip or a claim to a current record.

Berkeley Lab announcement consulted on 30 October 2026: a 1 nm carbon-nanotube gate, demonstrated in 2016. The dimension refers to the gate, not the complete transistor.

DNA

Two complementary strands carry genetic information. Displayed dimension: diameter of the double helix.

Catalogue value to check against the source; not individually audited.

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Replace an object in the explorer, keep the common scale factor and try predicting the new ratio before reading it.

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Illustration sources

How Big

Source coverage: Interpreted illustration; only the designated dimension is calibrated.