ScaleTrip

Travel through scale.

Into the small · 10⁰ → 10⁻²⁰ m

Small worlds. Big discoveries.

From cells and DNA to atoms and particle searches. Move through the scale to explore worlds too small to see.

Each step from millimetre to micrometre to nanometre divides by 1,000

Look at a 1 mm gap on a ruler. Split that gap into 1,000 equal parts: each part is 1 µm. Split one of those parts into 1,000 again: each is 1 nm.

Each step from millimetre to micrometre to nanometre divides by 1,000 — explanatory illustration, not a measurement image
An illustration for recognizing the subject. Read the adjacent diagram for the stated scale.
Each step from millimetre to micrometre to nanometre divides by 1,000These panels show successive magnifications, not three equal physical lengths. Moving right uses a unit 1,000 times smaller. The same length therefore needs 1,000 times more units.1 mm1 µm1 nm÷ 1,000÷ 1,000
These panels show successive magnifications, not three equal physical lengths. Moving right uses a unit 1,000 times smaller. The same length therefore needs 1,000 times more units.

Work it out, one step at a time

  1. Choose the smaller unit

    1 µm = 1,000 nm

    Just as 1 m = 100 cm, using a smaller unit gives a larger number.

  2. Apply the rule to a specimen

    7.5 µm = 7,500 nm

    Do not divide 7.5 directly by a width written as 2 nm. Match the units first.

Words made simple

µm
Micrometre: one millionth of a metre.
nm
Nanometre: one billionth of a metre.
Think about it: Which is longer: 2 µm or 500 nm?

2 µm is 2,000 nm, which is four times 500 nm. A larger written number alone does not mean a longer object.

Where the numbers come from: NIST · NHGRI. The illustration and worked model are made for this lesson; assumptions are stated above.

Nearest reference

Characteristic length

One metre

1 m

The starting frame: a familiar unit before the camera moves inward.

1 m

Jump to a small length

Enter a number and unit to locate its nearest reference on the same logarithmic timeline.

Reference value
1 m
Data status
Conceptual marker
Source

Build a scale model of any two lengths

Choose from all 71 Macro and 54 Micro references, or enter your own length. Set B’s model length and see A change on the same fixed metre ruler. The bars represent the stated lengths, including their different measurement definitions.

Measurements and model scale
Length ratio A / B
10.667×
Model length B
10 cm
Calculated model length A
1.0667 m
AB01 m2 m
Fixed scale: 1 m uses 250 drawing units. Moving the model-size slider changes the bar lengths, while the real measurements stay fixed.
AB
Full ratio view: the longer length fills the width. Sub-pixel lengths retain their computed width; read the numerical ratio for very different scales.

A · Human hair

80 µm

Chosen 80 µm cross-section diameter for comparison; not a study or population mean.

Chosen comparison assumption

Tables 4–5 distinguish major/minor axes. The 50–100 µm display band is illustrative; strands can lie outside it.

Definition and evidence reviewOriginal source

B · Red blood cell

7.5 µm

Chosen 7.5 µm representative diameter; the cited study reports a 7.65 µm sample mean.

Chosen comparison assumption

Publisher abstract reviewed, not full text. Study SEM 0.05 µm differs from SD 0.67 µm. Display band 6–8 µm is illustrative.

Definition and evidence reviewOriginal source

model A = (A / B) × model B

This calculator uses the existing journey comparison inputs. Review-pending or conceptual entries remain illustrative inputs here; the public reviewed dataset keeps their numeric values withheld. Radius, height, diameter and experimental bound keep their individual definitions.

Calculation method · Link to this comparison lab

The journey at a glance

From cells to the experimental frontier

This image conceptually connects several orders of magnitude in one frame. Use the interactive journey and individual scale pages for the measured values and measurement types.

ScaleTrip micro-scale journey zooming from one metre to the experimental frontier of particle physics
Conceptual visualization — features are reconstructed for clarity at each scale.

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Reading a continuous scale

Not every small length means the same thing

Cells and viruses can be compared by typical diameter; DNA and atoms are described through molecular structure and electron-distribution characteristic lengths. A crystal lattice value is a spacing, while the strong force is described by an interaction range. ScaleTrip therefore separates physical size, typical diameter, spacing, characteristic length and interaction scale.

Length upper bounds from collision experiments

Below the proton scale, quark values are upper bounds on substructure lengths constrained by collision searches. Current results are consistent with pointlike models down to those limits. The artwork is a conceptual detector or interaction diagram.

Human cell
10–100 µm
DNA
≈ 2 nm
Typical atom
≈ 0.1–0.3 nm
Proton charge radius
0.84075 fm
Experimental frontier
≈ 10⁻²⁰ m

Method and sources

Ranges stay visible, and source status is explicit

The 54 references run from one metre to 10⁻²⁰ metres in descending order. Camera position is interpolated logarithmically, while scenes cross-zoom using CSS transforms and opacity only. Where a value depends on species, conditions or definition, the interface shows a range and approximation.

Theoretical epilogue: the Planck length

1.616255 × 10⁻³⁵ m — This theoretical scale is assembled from fundamental constants. It lies beyond current experimental reach and is explored separately from the main timeline.