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  2. Westwood rim - Wikipedia

    en.wikipedia.org/wiki/Westwood_rim

    The Westwood rim style of cycle rim used on bicycles was one of the original steel rim designs, developed during or before 1891 by Frederick Westwood of Birmingham. [1] Bowden brakes and cables designed for use with this rim were introduced in 1896. [2] Westwood rims have also been found ideal for use with drum brakes.

  3. Rim (wheel) - Wikipedia

    en.wikipedia.org/wiki/Rim_(wheel)

    [15] [16] On a bicycle wheel, the rim is clearly just one component of the assembly, and it can be purchased separately and replaced if damaged or if the sidewalls have been eroded by rim brakes. [17] In discussions of automobiles, however, the terms wheel and rim are often incorrectly used synonymously, as in decorative wheels being called ...

  4. Artillery wheel - Wikipedia

    en.wikipedia.org/wiki/Artillery_wheel

    Artillery wheel for a motorcar. Wood-spoke artillery wheels were used on early automobiles, as a stronger alternative to wire wheels. [5] By the 1920s, many motor cars used wheels that looked at a glance like wooden artillery wheels, but which were of cast steel or welded from steel pressed sections.

  5. Bicycle wheel - Wikipedia

    en.wikipedia.org/wiki/Bicycle_wheel

    The Westwood pattern rim was one of the first rim designs, and rod-actuated brakes, which press against the inside surface of the rim were designed for this rim. These rims cannot be used with caliper rim brakes. The cross-section of a rim can have a wide range of geometry, each optimized for particular performance goals.

  6. Wire wheel - Wikipedia

    en.wikipedia.org/wiki/Wire_wheel

    Wire wheels, wire-spoked wheels, tension-spoked wheels, or "suspension" wheels are wheels whose rims connect to their hubs by wire spokes. [ 1 ] [ 2 ] [ 3 ] Although these wires are considerably stiffer than a similar diameter wire rope , they function mechanically the same as tensioned flexible wires, keeping the rim true while supporting ...

  7. Spoke - Wikipedia

    en.wikipedia.org/wiki/Spoke

    For example, a 32 spoke wheel has 16 spokes per side, 360° divided by 16 equals 22.5°. Multiply 22.5° ("angle between adjacent flange holes") by the number of crossings to get the angle a —if 3-crosses, the 32 spoke wheel has an angle a of 67.5°.

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