How to Read Mountain Bike Rim Size
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--Howard Sutherland
- Diameter
- Circumference
- Tools
- About Math
Diameter
The rim'southward diameter will generally be well-nigh 10 mm larger than the ISO/E.T.R.T.O. bead-seat diameter, depending on how high the rim flanges stick upwards in a higher place the bottom of the rim channel.
Lay your measuring tape or ruler across the rim from ane side to the other. Get the largest measurement, between ii points direct opposite one some other. Slide one stop of the tape dorsum and forth along the rim until the measurement is largest. Mensurate across a few different diameters and have the boilerplate, in case the rim isn't quite round. (If information technology's fashion out of round, don't use it. If it's a millimeter or two out of round, the spokes volition pull a shallow-section aluminum or steel rim into shape -- not so much for a deep-section carbon-fiber rim..)
Next you leave your pocket calculator or smartphone app, or sometime-school newspaper and pencil. As an case, the measured diameter of the rim shown in the photo is 20 7/viii inches, or 20.875 inches. Multiplying by 25.four gives the diameter in millimeters, 530 mm.
The table below gives common (and uncommon) rim sizes with the corresponding bead seat circumference dimensions. 530 mm is the outside diameter, and the ISO/Eastward.T.R.T.O. diameter is a few millimeters smaller, so this is a 520 mm rim.
If you are working with an empty rim, it is easiest to measure out the diameter, but if you lot have a built-up cycle, the hub will get in the mode of the tape mensurate, making it difficult to get an accurate measurement. For a built-upwardly wheel, information technology is easier to measure out the rim's circumference. It may also be helpful to take a circumference measurement to confirm that the diameter measurement was correct.
Instructions on measuring using the circumference are beneath the table.
Traditional Designation | Applications/Notes | ISO Bead Seat Diameter | Dewdrop Seat Circumference (Rim measurement) | |
---|---|---|---|---|
36 inch | More often than not unicycles | 787 mm | 2472 mm | 97.3 inches |
32 inch | Mostly unicycles | 686 mm | 2155 mm | 84.8 inches |
28 ten ane 1/2, 700 B | English, Dutch, Chinese, Indian Rod-restriction roadsters (Likewise marked F10, F25, 700 B) | 635 mm | 1995 mm | 78.5 inches |
27 x anything except "27 five" and rare Danish 27 x i 1/2 | Older road bikes, went out of fashion in the early 1980s | 630 mm | 1979 mm | 77.nine inches |
700 C, 28 x 1 5/8, 29 inch (28 x 1 i/2 F.xiii Canada) | Most newer developed bikes for route employ apply this size, including most route bikes and hybrids. 29 inch are fatty tires, aforementioned rim diameter. Also 700C tubular. | 622 mm | 1954 mm | 76.nine inches |
27 x 1 1/2 | Rare Danish size | 609 mm | 1913 mm | 75.3 inches |
26 ten 1.25, x 1.375 | Very Rare U.S. size, 1940s and older. Not bachelor. | 599 mm | 1881 mm | 74.1 inches |
26 x 1 1/4 EA.1, 26 ten 1 three/eight (S-6), 650 | Schwinn "lightweights", older English "club" bikes | 597 mm | 1875 mm | 73.8 inches |
26 ten 1 3/8 (E.A.3), 650 A | Virtually 3-speeds except Schwinn; department-shop or juvenile 10 speeds | 590 mm | 1853 mm | 73.0 inches |
Mavic 26" tubular | Older Mavic 26" tubulars | 587 mm | 1844 mm | 72.six inches |
650B, 26 x 1 1/2, 26" tubular, "27 five" | French utility bikes, tandems, and loaded-touring bikes; some mountain bikes.This size is currently undergoing something of a renaissance. "27 v" are fat MTB tires. Some 26" tubulars. | 584 mm | 1834 mm | 72.ii inches |
700 D | Oddball size formerly used on some GT models. Not available. 584 mm tires may work. Annotation: 700D is ofttimes incorrectly identified equally 587mm bead seat. | 583mm | 1832 mm | 72.1 inches |
26 x ane, 650 C, 26" tubular | Triathlon, time-trial, high-operation road bikes for smaller riders. Some 26" tubulars. | 571 mm | 1793 mm | 70.6 inches |
26 x one 3/iv | Schwinn cruisers | |||
26 x i.00- x 2.125, and wider on fatbikes | Well-nigh mountain bikes, cruisers, fatbikes | 559 mm | 1756 mm | 69.1 inches |
24 10 1 i/iv, 24 ten 1 3/viii (S-5) | Rare British or Schwinn juvenile | 547 mm | 1718 mm | 67.7 inches |
600A | French juvenile, very close to the nearest British size. | 541 mm | 1699 mm | 66.9 inches |
24 10 i 1/8, 24 ten 1 iii/8 (E.5) | British juvenile, most wheelchairs. French 600A is 541 mm, close enough. Saavedra 25" tubular | 540 mm | 1696 mm | 66.8 inches |
24 x i, 24 10 one 1/8, 24" tubular | High-operation wheels for smaller riders; Terry forepart, most 24" tubulars. | 520 mm | 1633 mm | 64.3 inches |
24 x 1.five- x two.125 | Juvenile mount bikes, BMX cruisers | 507 mm | 1593 mm | 62.7 inches |
22 x one 3/eight | Wheelchair | 501 mm | 1573 mm | 62.0 inches |
550 A, 22 x 1 iii/8 | European juvenile, folding bicycles | 490 mm | 1539 mm | 60.6 inches |
550C, 22 x one 1/4", 22" tubular | European juvenile and racing bicycles (rare); 22" tubular | 470 mm | 1477 mm | 58.one inches |
22 x 1.75; 10 2.125 | Rare juvenile size...Schwinn | 457 mm | 1436 mm | 56.5 inches |
twenty x one i/8; x i 1/4; x one three/8 | Juvenile lightweights, BMX for light riders, some recumbents, Bike Friday Pocket Rocket | 451 mm | 1417 mm | 55.8 inches |
500 A | European juvenile, folding | 440 mm | 1382 mm | 54.4 inches |
20 x one iii/4, 20" tubular | Rare Schwinn juvenile, specialty racing bicycles, older Like shooting fish in a barrel Racers recumbents | 419 mm | 1316 mm | 51.viii inches |
20 x 1.5- 10 2.125 | Most BMX, juvenile, folders, trailers, some recumbents | 406 mm | 1275 mm | 50.2 inches |
eighteen x 1, 18 x 1 3/8 | Wheelchair | 400 mm | 1257 mm | 49.5 inches |
450 A | European juvenile | 390 mm | 1225 mm | 48.2 inches |
17 ten 1 1/4, 18" tubular | Alex Moulton AM serial, 18" tubular for specialty racing bicycles. | 369 mm | 1159 mm | 45.6 inches |
xviii x 1.5- x 2.125 | Birdy folding bikes | 355 mm | 1115 mm | 43.nine inches |
16 x 1 3/8 | Older Moulton, Brompton & other folders, recumbent front, Greenspeed trikes, juvenile | 349 mm | 1096 mm | 43.2 inches |
400 A | European juvenile | 340 mm | 1068 mm | 42.1 inches |
16 10 one 3/viii | Very rare mystery tire | 337 mm | 1059 mm | 41.seven inches |
xvi x 1 three/8 | Very rare Polish juvenile | 335 mm | 1052 mm | 41.4 inches |
sixteen x 1 iii/iv | Rare Schwinn juvenile. Probably the same rim diameter as sixteen" tubulars. | 317 mm | 996 mm | 39.two inches |
xvi x 1.75- x 2.125 | Juvenile, folders, trailers, some recumbents | 305 mm | 958 mm | 37.7 inches |
12 1/2 X anything, deicmal or fraction. | Juvenile, scooters, trailers. | 203 mm | 638 mm | 25.i inches |
ten 10 2 | Wheelchair casters | 152 mm | 478 mm | xviii.eight inches |
8 x 1 1/4 | Wheelchair casters | 137 mm | 431 mm | 16.nine inches |
Circumference
You lot may measure the circumference of a rim by wrapping a measuring tape all the way around the rim. Y'all derive the bore from the circumference.
A narrow, metallic record measure -- 1/4 inch or half-dozen mm wide -- will fit into the well of the rim. (A wide metal tape measure out won't fit into the well of the rim and and won't bend smoothly around the rim.)
Don't trust a fabric measuring tape as used in plumbing equipment habiliment. This kind is usually inaccurate, because the fabric stretches.
Use the metal tape measure out as shown in the image beneath.
Here are the steps to measure using the circumference:
- The tape has a tab at the terminate. Hook the tab into the valve hole and wrap the tape all the way around the rim, measuring the full circumference at the bottom of the well.
- Separate the circumference past pi (iii.142) to get the bore of the well.
- If the record measure is divided in inches, besides multiply by 25.4 to get the diameter of the well in millimeters.
- Add twice the height from the well to the bead seats (see instructions below).
If you lot don't have a narrow tape measure, you could wrap a length of thin, flexible electrical wire or wheel cable inner wire around the rim, mark 2 places on the wire which line upward with one another, lay the piece out flat and measure the distance between the two marks.
Our example rim is a claw-border rim without clearly-defined dewdrop seats, and so we'll measure out from the well (merely not the lesser of the recessed spoke holes) to the outside of the rim and and so subtract twice the typical flange height. Our highly-sophisticated tool for this task is a bicycle spoke. We are likewise using a small ruler as a bridge across the rim flanges. Holding the spoke with a thumbnail confronting the ruler gives us a expert enough measurement for our purposes.
The measurement can be transferred to the ruler:
Now, computing, the circumference of the well measured as 64 one/8 inches, (64.125 inches). Multiplying by 25.iv gives 1629 mm; then dividing past pi (3.142) the diameter is 518.5mm. 16mm additional (twice the depth of the well) gives 534 mm, but the bead seat diameter is exist near 10 mm smaller, and this is a 520 mm rim.
More sophisticated tools
This article has featured mutual, inexpensive and improvised tools. More sophisticated tools such every bit a caliper with a depth estimate can brand the piece of work become faster.
Nigh mathematics
Measuring rims involves some uncomplicated-school or pocket-calculator math. Sheldon quoted Robert Heinlein at the end of the article:
Anyone who cannot cope with mathematics is non fully man. At all-time he is a tolerable subhuman who has learned to wear shoes, bathe, and not make messes in the house.
--Robert A. Heinlein
More about that quote. OK, then Heinlein (actually, a character in one of his books) said that, and Sheldon quoted that, simply anyone who cannot take that other people have different abilities and educational opportunities shows an unfortunate lack of compassion! -- John Allen, whose wife teaches immigrants who never got to attend schoolhouse in their countries of origin.
Simply as well at that place'southward this:
"Do not worry about your difficulties in Mathematics. I tin can assure you mine are even so greater."
--Albert Einstein
I'yard hoping that this commodity provides an like shooting fish in a barrel guide to some practical math, and helps to dispel math anxiety. As well, a longer discussion of the Einstein quote is online, in example you're interested...
Sutherland's Rim Measuring System
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Reports of the demise of this Web site are greatly exaggerated! We at sheldonbrown.com give thanks Harris Cyclery for its support over the years. Harris Cyclery has closed, but nosotros go along going. Keep visiting the site for new and updated articles, and news almost possible new affilations.
Copyright © 2006, 2008 Sheldon Brown
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Final Updated: by John Allen
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