Bicycle wheel
From Wikipedia, the free encyclopedia
A bicycle wheel is a wheel designed for a bicycle. A pair is often called a wheelset, especially in the context of ready built "off the shelf" performance-oriented wheels.
Bicycle wheels fit into the frame and fork via dropouts.
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[edit] Construction
The first bicycle wheels followed the traditions of carriage building, using a wooden hub, with a fixed steel axle (the plain bearings for which being located in the fork ends), wooden spokes and a shrink fitted iron tire. A typical modern wheel has a metal hub, wire tension spokes and a metal rim which locates a pneumatic tire.
[edit] Hub
A hub is the center part of a bicycle wheel. It consists of an axle, bearings and a hub shell. It supports (usually the head, but latterly the threaded ends of) the spokes; this is called the head shell or flange. Most hubs have 2 flanges and the hub assembly can be steel or aluminium (although composite and more exotic materials have been used). With steel hubs, the flanges are usually separate from the hub body and contain the bearings; on alloy (aluminium) hubs, the body and flanges form one unit and contain press-fitted steel bearing surfaces.
[edit] Axle
The axle is attached to dropouts on the fork or the frame. The axle can attach using a
- quick release - a lever and skewer that pass through a hollow axle designed to allow for installation and removal of the wheel without any tools (found on most modern road and mountain bikes).
- nut - the axle is threaded and protrudes past the edges of the fork/frame. (often found on track, fixed gear, single speed, BMX and inexpensive bikes)
- bolt - the axle has a hole with threads cut into it and a bolt can be screwed into those threads. (found on some single speed hubs, Cannondale Lefty hubs)
- thru axle - a special long axle that the fork/frame clamps onto. (found on some free ride and downhill mountain bikes)
[edit] Bearings
The bearings allow the hub shell to rotate freely about the axle. Most bicycle hubs use ball bearings. These can be further categorized into "cup and cone" and "cartridge" bearings.
A "cup and cone" hub contains loose balls that contact an adjustable 'cone' that is screwed onto the axle and a 'race' that is pressed permanently into the hub shell. Both surfaces are very smooth to allow the bearings to roll with very little friction. This type of hub can be easily disassembled for lubrication, but it must be adjusted correctly; incorrect adjustment can lead to premature wear or failure.
In a "cartridge bearing" hub, the bearings are contained in a cartridge that is shaped like a hollow cylinder where the inner surface rotates with respect to the outer surface by the use of ball bearings. The cartridge is usually pressed into the hub shell and the axle rests against the inner surface of the cartridge. The cartridge bearing itself is generally not serviceable or adjustable; instead the cartridge is replaced in case of wear or failure.
[edit] Hub shell
The hub shell is the part of the hub that the spokes attach to. Usually the hub shell has a flange that extends outward from the axle. In a spoked wheel there are holes in the flange that the spokes pass through. Some wheels (like the Full Speed Ahead RD-800) have an additional flange in the center of the hub. Other (like the some from Bontrager and Zipp) do not have a noticeable flange. The spokes still attach to the edge of the hub but not through visible holes. Other wheels (like those from Velomax/Easton) have a threaded hub shell that the spokes thread into.
[edit] Hub Brakes
Some hubs have attachments for disc brakes or form an integral part of drum brakes.
- Disc brakes - a disc brake comprises circular plate or disc attached to the hub which is squeezed between brake pads mounted within a caliper that is fixed to one side of the wheel forks. The brake disc can be attached in a variety of ways using bolts or a central locking ring.
- Drum brakes - a drum brake has two brake shoes that expand out into the inside of the hub shell. Rear mounted drum brakes are often used on tandems to supplement the rear rim brake and give additional stopping power.
- Coaster brake - coaster brakes are a particular type of drum brake which is actuated by a backward pressure applied to the pedals.
For information on other types of bicycle brakes see the full article on bicycle brake systems.
[edit] Gears
The rear hubs have one or more methods for attaching a gear to it.
- freehub - The mechanism that allows the rider to coast is built into the hub. Splines on the freehub body allow a single sprocket or, more commonly, a cassette containing several sprockets to be slid on. A lock ring then holds the cog(s) in place.
- freewheel - The mechanism that allows the rider to coast is not part of the hub, it is contained in a separate freewheel body. The hub has threads that allow the freewheel body to be screwed on, and the freewheel body has threads and/or splines for fitting sprockets, or in the case of most single speed freewheels an integral sprocket.
- track sprocket - There is no mechanism that allows the rider to coast. There are two sets of threads on the hub shell. The threads are in opposite directions. The inner set of threads is for a track sprocket and the outer set is for a lock ring.
- Internal geared hub - the mechanism to provide multiple speeds is contained inside the shell of the hub.
[edit] Rim
The rim is an extrusion that is butted into itself to form a circle. Most rims are made of aluminum alloy, while some very high-end rims are made of carbon fiber, and some old or very low-end rims are made of steel. Rims have even been made of wood[1] and thermoplastic.
Rims designed for use with rim brakes provide a smooth parallel braking surface, while rims meant for use with disc brakes or hub brakes sometimes lack this surface.
The Westwood rim is designed for use with rod-actuated brakes, which press against the inside surface of the rim. These rims cannot be used with caliper rim brakes.
Rims can either have a single-wall or double-wall cross section. Single-wall rims are usually less expensive and weaker or heavier; double-wall rims tend to be stronger and more expensive. Double-wall rims may have a deep profile either to reduce aerodynamic drag or for additional strength or rigidity, especially for wheels with fewer spokes.
Aluminum rims are reinforced with either steel washers, single eyelets, or double eyelets. A single eyelet reinforces the spoke hole much like a hollow rivet. A double eyelet is a cup that is riveted into both walls of a double-walled rim.
The number of spoke holes on the rim normally matches the number of spoke holes in the hub. For a double-walled rim there are usually holes for spokes in both walls, although some factory built wheels have rim designs without holes in the wall that contacts the tire. For example Campagnolo, Shimano and Mavic road rims/wheels and Velocity and Mavic mountain bike rims.
[edit] Clincher rims
Most bicycle rims are clincher rims for use with clincher tires (also known as wired-ons or wire-ons), which have a separate airtight inner tube enclosed by the rim and the tire. If the inner part of the rim where the inner tube fits has spoke holes, they must be covered by a rim tape, usually rubber, cloth, or tough plastic, to protect the inner tube.
An advantage of this system is that the inner tube can be easily accessed in the case of a leak to be patched or replaced.
The ISO 5775-2 standard defines designations for bicycle rims. It distinguishes between
- Straight-side (SS) rims
- Crotchet-type (C) rims
- Hooked-bead (HB) rims
Traditional clincher rims were straight-sided. Various "hook" (also called "crotchet") designs emerged in the 1970s to hold the bead of the tire in place, allowing high (8–10 bar, 120–150 psi) air pressure. [2][3]
[edit] Tubular or sew-up rims
Some rims are designed for tubular or sew-up tires (also known as singles in Australia), also known as tubulars or tubs, in which the tire is sewn into a tubular shape and then attached to the rim with an adhesive. A tubular tire may or may not have a separate innertube inside. Tubular tires requires more labour to repair a puncture than clincher tires. The tire must be removed from the rim, opened up, patched, sewn back up, then finally glued back to the rim. Clinchers have largely replaced tubulars for amateur racing, but tubulars are still commonly used for indoor track racing (where the closed track makes punctures from debris less commonplace), professional road racing, and road time trials.
Advantages of this system include a decreased chance of pinch flats, it can be made to operate in a wider range of tire pressures (from 25 to 200 psi). Furthermore, when a tubular goes flat at high speed there is a safety margin because it will not roll off the rim if it is properly glued on. Taken as a whole the total weight of a tubular rim and tire is usually lighter than its clincher equivalent. However, for all non-racing purposes the lightness advantage is somewhat offset by the need to carry at least one entire spare tubular tire (only a patch kit or inner tube are needed if using clincher tires). Yet the extra weight is off the wheel, which then spins more easily.
Tubulars are most popular for bicycle road racing applications and it is argued that they provide a better road feel and are safer than clinchers in the case of a puncture while the bicycle is traveling at high speeds, also for track racing where punctures are rare.
[edit] Spokes
The rim is connected to the hub by several spokes under tension. The spokes on the vast majority of wheels are steel. They may be chrome- or zinc-plated to inhibit rust, or may be made of stainless steel. Plated spokes tend to rust, especially where the thread enters the nipple; stainless ones are much easier to true for maintenance or following damage. Butted spokes, with reduced thickness of the spokes over the center section, are lighter, more elastic and more aerodynamic than spokes of uniform thickness. On high end wheelsets and custom builds lighter but expensive titanium, carbon fiber spokes are often used. Aluminium spokes, while lighter, are not often used as they fracture or snap more easily.
At the end of each spoke is a nut, called a nipple, which is used to adjust the tension in the spoke. The nipple is usually at the rim end of the spoke, but some recent designs place it at the hub end to move its weight closer to the axis of the wheel, reducing the moment of inertia. The use of aluminum nipples at the rim also reduces the moment of inertia, but they are less durable than nickel-plated brass. A nipple at the rim of a wheel usually protrudes from the rim towards the center of the wheel, but in racing wheels may be internal to the rim, which is claimed to bring a slight aerodynamic advantage.
[edit] Cross section
Spokes are usually circular in cross-section, but high-performance wheels may use spokes of flat or oval cross-section, also known as bladed, to reduce aerodynamic drag.
[edit] Material
Spokes are generally made of steel, but aluminium alloys, titanium, wood and exotic fiber and/or composite materials, such as kevlar and carbon fiber, have also been used.
Some modern wheels use titanium spokes which make the wheel lighter but also stronger compared with aluminium spokes[citation needed]. Titanium tends to flex instead of break unlike other brittle metals but the heads of the spokes tend to snap, causing the wheel to buckle or become out-of-round, requiring the wheel to be re-trued[citation needed].
[edit] Number of spokes
Wheels can have as few as a dozen spokes to well over 100 depending on the intended use, however most bike wheels on single rider bikes have 28, 32 or 36 spokes, while wheels on tandems have 40 or 48 spokes. Wheels with fewer spokes have an aerodynamic advantage, as the aerodynamic drag from the spokes is reduced. On the other hand, the reduced number of spokes results in a larger section of the rim being unsupported, necessitating stronger and heavier rims. Also, newer designs tend to concentrate the spokes in few areas far apart, so the shape of the wheel is largely determined by the shape of the rim and correct tension of the spokes, resulting overall in more delicate and frail wheels. Conventional wheels with spokes distributed evenly across the circumference of the rim are more forgiving, still functioning well over a larger range of spoke over/undertension, and also allow for corrections of rim shape while truing. Up to a point, a slightly bent rim can be corrected by applying slight amounts of over/undertension on some spokes - such a wheel will not be entirely true under load (wheels typically being trued without load), but this is usually barely noticeable. Too great a difference in spoke tension means that the rim is damaged too badly and needs to be repaired or replaced.
It can be argued that asymmetrically spoked wheels are a passing fad and that the industry will return to symmetrically spoked wheels, yet technological advancement in rim materials will probably result in further reduction in the number of spokes per wheel.
[edit] Lacing
There are several possible lacing patterns for wheels that need to transfer torque from the hub to the rim, like driven wheels or wheels with drum or disc brakes, this is usually a tangential lacing pattern. Here the spokes leave the Hub at an angle usually close to 90°, thus the name tangential. Depending on the number of other spokes each of the spokes crosses, a "cross-number" is also used. Conventionally laced 36- or 32-spoke wheels are typically cross-3, however other cross-numbers are also possible with spokes leaving the hub at various angles. The angle is not determined by the cross-number - wheels with more or less spokes or larger hubs may have different cross-numbers while using the same angle as cross-3. Tangentially laced wheels can transfer torque because one half of the spokes - called "leading spokes" - are slanted towards the direction of rotation (as seen from the hub), while other half - "trailing spokes" are slanted in the other direction and counteract each other when no torque is applied. When forward torque is applied (e.g. during acceleration), the trailing spokes experience a higher tension, while leading spokes are relieved, thus forcing the rim to rotate. The opposite happens while breaking, with leading spokes tightening and trailing spokes loosening. The fact that the spokes leave the hub roughly tangentially allows them to transfer the force in either direction with the least amount of change in the tension; while the fact that they are symmetrical allows the wheel to stay true regardless of the torque applied.
Wheels which are not required to transfer any significant amount of torque from the hub to the rim can also use a radial lacing. Here, the spokes leave the hub at 0° and go straight to the rim, without crossing any other spokes - therefore, radial lacing is sometimes referred to as "cross-0". This lacing pattern can not transfer torque because torque on the hub would induce a great stress in practically all wheel components (Hub flange, spokes and nipples, rim...), quite probably causing a failure and distruction of any one of them. Even in normal condition, radial lacing means a higher stress for the hub flange, since the spoke is pulling straight on the hub flange. This is the reason why most manufacturers advise against or forbid radial lacing for their hubs (although some of them use those hubs to build radially laced wheels themselves). For radial lacing it is vital to use a high-quality forged hub and apply the right amount of tension for the spokes. Hubs that have previously been laced in any other pattern should not be used for radial lacing, as the pits and dents created by the spokes can be the weak points along which the hub flange will break. The benefits of radial lacing are not agreed upon. It allows to use shorter spokes which spares some weight, but some of it is usually offset by the necessity to use a stronger and heavier hub. Some claim that radial lacing has a slight aerodynamic edge over other lacings for the lack of crossings which displace the spokes and provide a greater surface, but this is not confirmed. Radially laced wheels are stiffer and more precise than other lacing patterns, but some say that they also cause the ride to be harsher (as the shorter, unbent spokes don't stretch as much). Last but not least, there is the aesthetic appeal of a radially laced wheel, which looks rather striking and exclusive.
A mix of radial and tangential lacing can also be used, most commonly on rear wheels with tangential lacing on the drivetrain side and radial lacing on the opposite side. The idea is that most of the torque is transferred by the drivetrain side of the hub, while the opposite side just stabilises the wheel. Sometimes, a wrong-way half-radial is used, with radial lacing on the drivetrain side and tangential lacing on the opposite side. The ratio behind this is that due to the dishing of the wheel, drivetrain side spokes already have a higher tension and that they shouldn't be burdened with transmitting the torque as well. This design requires the hub to transmit all the torque from the drivetrain side to the other side before it can transmit it to the rim, something which might prove to be a problem for the more delicate of rear hubs.
There is also a number of other, exotic lacing patterns (such as "crow's foot", which is essentially a mix of radial and tangential lacing), but their practical usefulnes is not agreed upon, and they are probably used more for aesthetic reasons.
[edit] Adjustment ("Truing")
There are three aspects of wheel geometry which must be brought into adjustment in order to true a wheel. "Lateral truing" refers to elimination of local deviations of the rim to the left or right of center. "Vertical truing" refers to adjustments of local deviations of the radius, the distance from the rim to the center of the hub. "Dish" refers to the left-right centering of the plane of the rim between the locking nuts on the outside ends of the axle. This plane is itself determined as an average of local deviations in the lateral truing. The term "dish" refers to the old plate which prevented the chains from jumping off the cassette inwards.. For most bicycles, the dish will be symmetrical on the front wheel. However, on the rear wheel, because of the requirement to accommodate a rear sprocket (or group of them), the dishing will be asymmetrical: it will be dished at a steeper (more "cup-like") angle on the non-drive side than on the drive side.
In addition to the three geometrical aspects of truing, the overall tension of the spokes is significant to the wheel's ability to absorb shock. Too little tension leads to a rim that is easily deformed by impact with rough terrain. Too much tension leads to overstressed spokes which may break. Spoke tensiometers are tools which measure the tension in a spoke, but a recommended method for making rough estimates of spoke tension involves plucking the spokes and listening to the musical tone created by the vibrating spoke. The optimum tension depends on the spoke length. Tables are available online which list tensions for each spoke length, either in terms of absolute physical tension, or notes on the musical scale which coincide with the approximate tension to which the spoke should be tuned. It should be noted that in the real world, a properly trued wheel will not, in general, have a uniform tension across all spokes, due to variation among the parts from which the wheel is made.
Finally, for best, long-lasting results, spoke wind-up should be minimized. When a nipple turns, it twists the spoke at first, until there is enough torsional stress in the spoke to overcome the friction in the threads between the spoke and the nipple. This is easiest to see with bladed or ovalized spokes, but occurs in round spokes as well. If a wheel is ridden with this torsional stress left in the spokes, they may untwist and cause the wheel to become out of true. Bladed and ovalized spokes may be held straight with an appropriate tool as the nipple is turned. The common practice for minimizing wind-up in round spokes is to turn the nipple past the desired orientation by about a quarter turn, and then turn it back that quarter turn.[4]
In wheel truing, all these factors must be incrementally brought into balance against each other. A commonly recommended praxis is to find the worst spot on the wheel, and bring it slightly more into true before moving on to the next worst spot on the wheel.
"Truing stands" are mechanical bench-mountable instruments for mounting wheels and truing them. However, it is possible to true a wheel while it is mounted on the bike: brake pads or some other fixed point may be used as a reference mark. It is helpful to suspend the bicycle so that the wheel to be trued is lifted off of the ground so that the wheel spins freely.
[edit] Alternatives
A wheel can be formed in one piece from a material such as thermoplastic or carbon fiber. The former is commonly used for inexpensive BMX wheels and have a maximum tire pressure of 45 psi. The latter may be used for high-end racing wheels.
[edit] Disc wheels
Disc wheels are designed to minimize aerodynamic drag. A full disc is usually heavier than traditional spoked wheels, and can be difficult to handle when ridden with a cross wind. For this reason, discs are commonly used only on the rear wheel.
A disc wheel may be simply be a fairing that clips onto a normal wheel, addressing the drag that the spokes account for by covering them. Or, the wheel itself can be an integral disc with no spokes inside. In the latter case carbon fiber is the material of choice. A spoked wheel with a disc cover may not be legal under UCI rules because it is a non-structural fairing.
A compromise that reduces weight and improves cross wind performance has three or four wide spokes that are integral to the rim – also typically carbon fiber.
[edit] Types
Bicycle wheels can be categorized by their primary use.
[edit] Road/racing bicycle wheels
For road bicycle racing performance there are several factors which are generally considered the most important:
- weight
- rotational inertia
- aerodynamics
- hub/bearing smoothness
- stiffness
Semi-aerodynamic and aerodynamic wheelsets are now commonplace for road bicycles. Aluminum rims are still the most common, but carbon fiber is also becoming popular. Carbon fiber is also finding use in hub shells to reduce weight, because of the hub's proximity to the center of rotation reducing the hub's weight has less effect than reducing the rim's weight.
Semi-aerodynamic and aerodynamic wheelsets are characterized by greater rim depth, which is the distance between the outermost and the innermost surfaces of the rim, a triangular or pyramidal cross-section and by fewer numbers of spokes, or no spokes at all—with blades molded of composite material supporting the rim. The spokes are also often flattened in the rotational direction to reduce wind drag. These are called bladed spokes. However, semi-aerodynamic and aerodynamic wheelsets tend to be heavier than more traditional spoked wheelsets due to the extra shapings of the rims and spokes. More important, the rims must be heavier when there are fewer spokes, as the unsupported span between spokes is greater. While the increase in weight is somewhat important, it is the increased rotating inertia which is the greatest problem for "aero" wheels, as the rim, being farther from the axis of rotation, has the largest effect on rotational inertia, or in other words, moving 20 grams from the spokes (fewer spokes) to the rim will keep the weight the same, but will increase the rotational inertia. (But concerns about rotational inertia of bicycle wheels are vastly overstated--the inertia of all bicycle wheels is negligible compared to the mass of the rider.) "Aero" wheels are also reputedly more difficult to control in a "cross-wind" condition due to the larger projected lateral area. The tradeoff between rim depth, weight and spoke count is still under debate. However, a number of wheel manufacturers are now producing wheels with roughly half the spokes of a top of the line traditional wheel from the 1980s, with approximately the same rotational inertia and less total weight. These improvements have been made possible primarily through improved aluminum alloys for the rims.
Almost all clincher carbon fiber wheelsets, such as those made by Zipp and Mavic, still use aluminum parts at the clinching part of the rim. Exceptions to this are the Campagnolo Hyperon Ultra Clincher, Bontrager Race XXX Lite Carbon Clincher, DT Swiss RRC1250, and Lightweight Standard C wheelsets, in which the rims are entirely made from carbon fiber.
[edit] Mountain bike wheels
[edit] 26 inch wheel / 559 mm rim
26-inch clincher tires (with inner tubes) are the most common wheel size for mountain bikes. The typically 26er rim has a diameter of 559 mm (22.0") and an outside tire diameter of about 26.2" (665 mm). Increasingly tubeless tires are becoming more popular. Tubeless tires are often called by the acronym UST (Universal System Tubeless). They allow the rider to run lower tire pressures for better traction and shock absorption without risking puncturing the tube in conventional bicycle tires.
[edit] 29 inch wheel / 622 mm rim
“29-inch wheels” are becoming more popular for mountain bikes. Their rim diameter of 622 mm (~24.5 inch) is the same as that used on most road, hybrid and touring bicycles. The average 29" mountain bike tire has an outside diameter of about 28.5" (724 mm). There are advantages and disadvantages associated with this change discussed in detail in the main article.
[edit] Touring bicycle wheels
Touring bicycles may have wheels similar to road machines, or similar to mountain bikes, depending upon the terrain to be traveled, but they are built for strength, as heavy loads may be carried. Lightest possible weight and optimum aerodynamic performance is not required.
[edit] BMX wheels
Usually 20 inches in diameter, BMX wheels are designed to withstand the additional loads generated by BMX stunts.
[edit] Technical aspects
[edit] Sizes
Bicycle rims and tires come in many different types and sizes. The International Organization for Standardization (ISO) and the European Tyre and Rim Technical Organisation (ETRTO) define a modern, unambiguous system of sizing designations and measurement procedures for different types of tires and rims in international standard ISO 5775. For example:
- For wired-edge tires the ISO designation lists the width of the inflated tire and the diameter with which the tire sits on the rim, both in millimeters and separated by a hyphen: 37-622
- For beaded-edge tires the ISO designation lists an overall diameter code (16, 18, 20, 22, 24, or 26) and a width code (1.25, 1.375, 1.75, or 2.125), defined by measurement tables given in the standard, separated by a cross: 20×1.375
- For rims the ISO designation lists the rim diameter (where the tire sits) and the rim's inner width, both in millimeters and separated by a cross, along with a letter code for the rim type (e.g., "C" = Crotchet-type): 622x19C
In practice, most tires (and inner tubes) sold today carry apart from the modern ISO 5775-1 designation also some historic size markings, for which there exists no longer any officially maintained definition, but which are still widely used colloquially:
- an old French tire designation that was based on the approximate, crudely rounded, outer diameter of the inflated tire in millimeters: 700×35 C
- an old British inch-based designation: 28 × 1 5/8 × 1 3/8
Which designation is most popular varies with region and type of bicycle. For a comprehensive equivalence table between old and new markings, see the ISO 5775 article, the table in Annex A of the ISO 5772 standard, as well as Tire Sizing by Sheldon Brown.
Most road and racing bicycles use 622 mm rims. Many mountain bikes use “26 inch” wheels. Some mountain bikes use 24 inch or 29 inch wheels (due to evolved naming conventions, 29 inch wheels are identical in diameter with 700C road wheels, and 27 inch wheels are slightly larger in diameter than 700C road wheels). Some bicycles designed for triathlon or time trial purposes use 650c wheels. BMX bikes typically use 20 inch wheels, and some use 24 inch wheels.
The 650C triathlon size has the ISO diameter size of 571 mm. Size 650B is 584 mm and 650A is 590 mm.
Kids' bikes can have rim diameters ranging from 239 mm (12 × 1 3/8 × 1 1/4) to 400 mm (18 × 1 1/4). Older bikes may have, for example, 630 mm (27 × 1 1/4) or 597 mm (26 × 1 1/4) wheels that are incompatible with any of the sizes commonly used today.
Wheel rims also come in a variety of widths. High performance road racing rims are usually narrow, 18 mm or so, and less performance-oriented rims may be 24 mm wide or more.[5]
[edit] Rolling resistance
Smaller wheels, all else being equal, have higher rolling resistance than larger wheels.[6] "Rolling resistance increases in near proportion as wheel diameter is decreased for a given constant inflation pressure."[7] An Oldenburg University's bicycle research group found that Schwalbe Standard GW HS 159 tires have a Crr of 455 for the ISO size 47-406 (20 in x 1.5 in) and, for the same model tire, a Crr of 336 for the ISO size 37-622 (700c): a size to resistance ratio of about -1.8.[8]
Rolling resistance also is reduced with increasing tire pressure, although the reduction is slight above about 100 psi. While thinner bicycle tires are lighter and have less wind resistance, they actually have slightly higher rolling resistance than slightly larger tires at the same pressure.
[edit] Reaction to load (tensioned wire spoked wheels)
According to the book Bicycling Science, Third edition when a radial load is applied to a wheel at the hub, by a rider sitting on the bicycle, the tension of all the spokes do not increase significantly, with only the spokes directly under the hub decreasing their tension[9] and[10] [11].
"Bicycling Science", in its second edition which has been superseded by the third edition, formerly stated that load applied at the hub causes the wheel to flatten slightly near the ground contact area. The rest of the wheel remains approximately circular. The tension in all of the spokes is increased except for the few in the flat spot.[7]
[edit] Rotating mass
Due to the fact that wheels rotate as well as translate (move in a straight line) when a bicycle moves, more force is required to accelerate a unit of mass on the wheel than on the frame. It is not the center of gravity (mass) which matters, but the moment of inertia, which takes the rotation into account. Reducing the rotational inetria can be achieved by moving the spoke nipples to the hub or using lighter nipples such as aluminium. This can be pictured by imagining an ice skater spinning; when they pull in their arms, they rotate more quickly. A rule of thumb, in the case of acceleration only, is "the effect of a given mass on the wheels is almost twice that of the same mass on the frame."[7] But again, the distinction between rotating and non-rotating mass is only felt during acceleration (and braking to a lesser extent), and mass at the hub matters a lot less than mass at the rim. See Bicycle weight and power for more detail.
[edit] Dish
Due to the need to mount multiple drive-train sprockets and disk brake rotors usually to only one side of a hub, and the need to have the rim be centered with respect to the frame or fork, spokes may be asymmetrical, with shorter and usually higher-tension spokes on the side with the additional components. This is referred to as dish. There are special tools, called dishing gauges, which indicate whether or not a rim is centrally positioned with the correct amount of dish.
Several different techniques have been tried to minimize dish. These include moving both hub flanges inboard the same amount, and placing spokes holes asymmetrically in the rim.
[edit] See also
- Cassette (bicycle part), the set of sprockets that attaches to the hub on the rear wheel
- ISO 5775
- Spoke wrench
- Wheelbuilding
- Wire wheels
[edit] References
- ^ Brown, Sheldon. Sheldon Brown's Bicycle Glossary W: Wooden Rims. Sheldon Brown. Retrieved on 2008-01-22.}}
- ^ ISO/E.T.R.T.O. 630 mm, Note on tire/rim compatibility. Retrieved on 2008-05-23.
- ^ Mistral Demystified: Development of the AM 17" rim. Retrieved on 2008-05-23.
- ^ Sheldon Brown Wheel Building: Spoke Torsion. Retrieved on 2008-05-28.
- ^ Tire Sizing by Sheldon "ISO/E.T.R.T.O." Brown. Retrieved on 2008-01-01.
- ^ VREDESTEIN Bicycle Tires. Retrieved on 2006-08-14.
- ^ a b c Whitt, Frank R.; David G. Wilson (1982). Bicycling Science, Second edition, Massachusetts Institute of Technology, 119. ISBN 0-262-23111-5.
- ^ Rolling resistance of bicycle tires. Retrieved on 2006-08-22.
- ^ Brandt, Jobst (1981). The Bicycle Wheel. Avocet, 12-20. ISBN 0-9607236-2-5.
- ^ Wilson, David Gordon (2004). Bicycling Science, Third edition, Massachusetts Institute of Technology, 389-390. ISBN 0-262-73154-1.
- ^ Hubs hang from the rim!. Retrieved on 2008-01-22.
[edit] External links
- Building Bicycle Wheels by Sheldon Brown
- Fix A Flat Tire
- How to True a Wheel by the Bicycle Tutor.