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  2. Airless tire - Wikipedia

    en.wikipedia.org/wiki/Airless_tire

    Airless tires, non-pneumatic tires (NPT), or flat-free tires are tires that are not supported by air pressure. [1] [2] [3] They can be used on small vehicles such as ride-on lawn mowers and motorized golf carts. They also are used on heavy equipment required to operate on sites where risk of tire punctures is high.

  3. Run-flat tire - Wikipedia

    en.wikipedia.org/wiki/Run-flat_tire

    A run-flat tire is a pneumatic vehicle tire designed to resist the effects of deflation when punctured, allowing the vehicle to continue to be driven at reduced speeds for limited distances. First developed by tire manufacturer Michelin in the 1930s, run-flat tires were introduced to the public market in the 1980s. They have increased in ...

  4. Tire code - Wikipedia

    en.wikipedia.org/wiki/Tire_code

    ZP: zero-pressure; Michelin's branding for their run-flat models. To facilitate proper balancing, most tire manufacturers also mark red circles (uniformity) and/or yellow dots (weight) on the sidewalls of their tires to enable the best possible match-mounting of the tire/wheel assembly. [27]

  5. Michelin PAX System - Wikipedia

    en.wikipedia.org/wiki/Michelin_PAX_System

    Prior to the late 1990s introduction of the Michelin PAX System [1] run-flat technology, both Michelin and Goodyear had introduced a "zero-pressure" run-flat technology, meaning that a pneumatic (air pressure-supported) tire could support itself with no air pressure. The new zero-pressure tire was a modified standard tire, constructed with a ...

  6. Bending of plates - Wikipedia

    en.wikipedia.org/wiki/Bending_of_plates

    In the Kirchhoff–Love plate theory for plates the governing equations are [1], = and , = In expanded form, + = ; + = and + + = where () is an applied transverse load per unit area, the thickness of the plate is =, the stresses are , and

  7. Proper acceleration - Wikipedia

    en.wikipedia.org/wiki/Proper_acceleration

    Proper-acceleration's relationships to coordinate acceleration in a specified slice of flat spacetime follow [6] from Minkowski's flat-space metric equation (c dτ) 2 = (c dt) 2 − (dx) 2. Here a single reference frame of yardsticks and synchronized clocks define map position x and map time t respectively, the traveling object's clocks define ...