| Prefix |
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| quetta- | 1 000 000 000 000 000 000 000 000 000 000 |
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| ronna- | 1 000 000 000 000 000 000 000 000 000 |
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| yotta- | 1 000 000 000 000 000 000 000 000 |
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| zetta- | 1 000 000 000 000 000 000 000 |
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| exa- | 1 000 000 000 000 000 000 |
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| peta- | 1 000 000 000 000 000 |
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| tera- | 1 000 000 000 000 |
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| giga- | 1 000 000 000 |
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| mega- | 1 000 000 |
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| kilo- | 1 000 |
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| hector- | 100 |
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| deca- | 10 |
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| deci- |
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| centi- |
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| milli- |
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.001 | |||||||
| micro- |
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.000 001 | |||||||
| nano- |
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.000 000 001 | |||||||
| pico- |
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.000 000 000 001 | |||||||
| femto- |
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.000 000 000 000 001 | |||||||
| atto- |
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.000 000 000 000 000 001 | |||||||
| zepto- |
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.000 000 000 000 000 000 001 | |||||||
| yocto- |
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.000 000 000 000 000 000 000 001 | |||||||
| ronto- |
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.000 000 000 000 000 000 000 000 001 | |||||||
| quecto- |
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.000 000 000 000 000 000 000 000 000 001 |
html note: the Prefix table has no html formatting - everything is in the css (including referencing the table itself)
Note: in 1974 the UK government switched from “Long Scale” (each new -illion is × 1,000,000) to “Short Scale” (each new -illion is × 1,000) so, in British books or archives from before the 1970s, a “billion” might still refer to a million million
A few real examples using distances as an attempt to get some sense of these different scales:
Quettametre Qm (1030m)
1Qm is ∼1,100 times larger than the diameter of the observable universe (∼8.8×1026m) (∼93 billion light-years)
theoretical bounds of the unobservable, post-inflationary universe >1Qm
Ronnametre Rm (1027m)
diameter of the observable universe is estimated at ∼0.88Rm (∼93 billion light-years)
...half of which is the distance to the Cosmic Microwave Background (CMB) edge: ∼0.44Rm (46.5 billion light-years)
largest known galactic superstructure (Hercules-Corona Borealis Great Wall) spans ∼0.095Rm (∼10 billion light-years)
Yottametre Ym (1024m)
diameter of the galaxy supercluster containing the Milky Way (Laniakea Supercluster): ∼4.9Ym (520 million light-years)
distance to Virgo cluster (the core cluster of our local supercluster) ∼0.51Ym (54 million light-years)
Zettametre Zm (1021m)
distance to Andromeda galaxy (M31): ∼23.6Zm (2.5 million light-years)
distance to Large Magellanic Cloud (satellite galaxy of the Milky Way): ∼1.5Zm (160,000 light-years)
diameter of the Milky Way: ∼1 to 1.4Zm (100,000 to 150,000 light-years)
Exametre Em (1018m)
distance to Deneb (in the constellation Cygnus): ∼24.6Em (2,600 light-years)
distance to Vega: ∼0.24Em (25 light-years)
Orion nebula (M42) spans ∼0.23Em (24 light-years)
Petametre Pm (1015m)
1 light-year: ∼9.46Pm (9,460,730,472,580,800m exactly)
distance to Proxima Centauri (the closest star system to the Sun): ∼40.1Pm (4.24 light-years)
outer limit of the Oort Cloud (the theoretical outer boundary of icy solar system bodies) extends up to 15Pm (∼100,000AU)
Terametre Tm (1012m)
Neptune's average distance from the Sun: 4.5Tm (30.1AU)
Saturn orbits the Sun at an average distance of 1.43Tm (9.58AU)
diameter of Betelgeuse: ∼1.2Tm (∼760 solar diameters)
Gigametre Gm (109m)
average distance to Sun (1AU): ∼149.6Gm (149,597,870.7km)
diameter of the Sun: ∼1.39Gm (1,392,700km)
average distance to the Moon: 0.384Gm (384,400km)
Megametre Mm (106m)
length of the Great Wall of China (including all branches): ∼21.2Mm (21,196km)
diameter of the Moon: ∼3.47Mm (3,474km)
straight-line distance from London to Barcelona: ∼1.14Mm (1,140km)
Kilometre km (103m)
width (East to West) of the Isle of Wight: ∼36km
length of the QE2 bridge: 2.8km
height of The Shard: 0.31km (309.6m)
Hectometre hm (102m)
height of SLS Block 1 rocket (used in the Artemis I and II missions): 0.98hm (98m)
length of major-tournament football pitch: 1.05hm (105m)
100-metre sprint track: 1.0hm (100m) ...obviously!
Decametre dam (101m)
length of an adult blue whale: 2.5 - 3dam (25-30m)
length of a tennis court: ∼2.4dam (23.77m)
height of an average two-story house: ∼0.7dam (∼7m)
Metre m (100m)
height of a standard internal doorway: ∼2m (198.1cm = 6ft 6in)
length of an acoustic guitar: ∼1m
width of a single mattress: 0.9m
Decimetre dm (10-1m)
height of a classic 330ml drink can: ∼1.2dm (∼11.5cm)
width across an adult human palm: ∼1dm (10cm)
length of a £10 note: 1.32dm (13.2cm)
Centimetre cm (10-2m)
diameter of a £1 coin: 2.34cm
diameter of an AA battery: 1.45cm
width of an adult thumbnail: ∼1 - 1.5cm
Millimetre mm (10-3m)
length of a sesame seed: ∼2- 3mm
thickness of a 1p coin: 1.65mm
thickness of a credit card: ∼0.76mm
Micrometre µm (10-6m)
diameter of human hair: 50 - 100µm
diameter of human red blood cell: ∼6 - 8µm
length of E. coli bacterium: ∼1 - 2µm
Nanometre nm (10-9m)
visible light wavelength: red ∼650nm - violet ∼400nm
diameter of the SARS-CoV-2 (COVID) virus: ∼100nm
width of a DNA strand: ∼2.0nm
Picometre pm (10-12m)
length of a Carbon-Carbon single bond: ∼154pm (0.154nm)
empirical diameter of a Hydrogen atom: ∼106pm (Bohr radius ∼53pm)
wavelength of high-energy gamma-ray photons: <10pm
Femtometre fm (10-15m)
diameter of a lead-208 atomic nucleus: ∼11 - 12fm
effective operating distance of Strong Nuclear Force: ∼1 - 3fm
radius of a proton's charge distribution: ∼0.84fm
Attometre am (10-18m)
LIGO detector measures displacement variations in interferometer mirrors down to 1am (∼1/1,000th the width of a proton)
high-energy scattering experiments constrain the physical radius of an electron to less than 1am
Zeptometre zm (10-21m)
effective interaction range mediated by W and Z bosons (Weak Nuclear Force): ∼1 - 2zm
protons accelerated to 7TeV at the Large Hadron Collider have a quantum de Broglie wavelength of ∼0.2zm
Yoctometre ym (10-24m)
the top quark's reduced Compton wavelength (at a mass of ∼173GeV/c2): ∼1.1ym
quantum wavelengths of cosmic rays with energies near 1020eV (ultra-high-energy): ∼0.01 - 1ym
Rontometre rm (10-27m)
wavelength of exa-electronvolt (EeV) cosmic neutrinos: the order of 1rm
theoretical scale of force unification (Grand Unified Theory (GUT) ∼1016GeV) corresponds to a quantum length scale of ∼0.02rm
Quectometre qm (10-30m)
hypothesized length scale of vibrating 1D strings in quantum gravity string theory: 1 - 0.00001qm
1qm is ∼61,800 Planck lengths (the theoretical quantum resolution limit of spacetime - ℓₚ ∼1.616 × 10-35m)
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