Traction of an Aircraft Tire on Grooved and Porous Asphaltic Concrete

Traction of an Aircraft Tire on Grooved and Porous Asphaltic Concrete

Transportation Research Record 1000 15 Traction of an Aircraft Tire on Grooved and Porous Asphaltic Concrete SATISH K. AGRAWAL and HECTOR DAJUTOLO ABSTRACT however, their cost-effectiveness has been demon­ strated by the Federal Aviation Administration (FAA) in the portland cement concrete (PCC) surface by The Federal Aviation Administration is en­ full-scale tire tests under controlled dynamic con­ gaged in an experimental program to deter­ ditions (1). Because BO percent of all the runways mine the effectiveness of various surface in the united States are of asphaltic concrete con­ treatments to eliminate aircraft hydroplan­ struction, it is important to evaluate the effec­ ing when landing on wet runways. The surface tiveness of these experimental grooves cut in treatments included saw-cut grooves, reflex­ asphaltic concrete. It is also necessary to deter­ percussive grooves, and porous friction mine the relative braking performance of an aircraft overlays in the asphaltic concrete runways. tire, under controlled dynamic conditions, on saw­ Experiments were conducted on a 1.25-mile cut grooves cut in the asphaltic concrete surface, long track that included a 300-ft test bed particularly in the absence of any such investiga­ containing concrete with 40-ft sections of tion in the past. Full-scale aircraft tests have various surface treatments. Test speeds be­ been conducted on asphaltic concrete surfaces by the tween 70 and 150 knots were achieved by the National Aeronautics and Space Administration use of a jet-powered pusher car that also (NASA) i however, groove-spacing was not a variable supported a dynamometer and tire-wheel as­ in that study. A direct comparison of the reflex­ sembly. The test tire was similar to one percussive grooves, saw-cut grooves, and porous that is used on a Boeing-727 aircraft. The friction overlay in asphaltic concrete is the pri­ results showed that the porous friction mary objective of this paper. It is expected that overlay, the reflex-percussive grooves, and such a comparison will provide information about a the saw-cut grooves of various spacing pro­ cost-effective surface treatment for asphaltic con­ vided similar friction levels under wetness crete runways. conditions that were either "wet" or "flooded." However, for the "puddled" condi­ tion (intermediate wetness between wet and HYDROPLANING AND GROOVING flooded), the saw-cut grooves spaced at 1.25 in. provided the maximum improvement in Aircraft 'l'ire Hydroplaning friction level over a nongrooved or non­ treated surface. Thus, although hydroplaning The magnitude of the coefficient of friction is in­ is delayed to a speed higher than 150 knots fluenced by many parameters. The important ones are: for all the surface treatments included in speed of operation, water depth, runway surface tex­ the program, the selection of a particular ture and drainage capacity, condition of tire tread, type of surface treatment can be based on and the characteristics of the braking system. In whether the rainfall intensities in a region general, an aircraft experiences an increase in create predominantly wet, puddled, or available friction on a water-covered runway as it flooded water conditions on the runway. is decelerated by the action of brakes. A high level of available friction at the start of the decelera­ tion process will provide better braking and direc­ tional controli a low level of available friction at The total distance required for bringing a landing the start of the deceleration process will adversely affect the braking and directional control of the aircraft to a complete stop can fluctuate widely, aircraft. A complete loss of braking and directional depending upon the friction level available at the control results when the available friction at the tire-runway interface. When this interface is dry, tire-runway interface approaches zero. Such a condi­ the friction level is high and the aircraft can be brought to a stop quicklyi however, the presence of tion exists when the aircraft encounters the state water at the interface reduces the available fric­ of hydroplaning. tion level significantly, and results in hazardous Hyroplaning is a peculiar tire-to-runway condi­ conditions that can cause overrun and hydroplaning. tion where the aircraft tire is physically separated Runway grooving has been recognized as an effec­ from the runway surface by a layer of water that tive means of minimizing the danger of hydroplaning. supports the aircraft weight by developing hydro­ The grooves provide escape paths for water from the dynamic and viscous pressure within the water layer. tire-runway interface during the passage of the tire Hydrodynamic and viscous pressures are associated over the runway. Runway grooves are usually cut by with fluid density and fluid viscosity, respec­ diamond-tipped rotary blades. various groove con­ tively. Thus, when runways are flooded with water, figurations have been used on the runwaysi however, fluid density effects cause predominantly dynamic square grooves of 0.25 in. at groove-spacing between hydroplaning, whereas the fluid viscosity effects 1 and 1.5 in. have been widely used. Recently, a few that cause viscous hydroplaning are predominant when runways have been grooved at a spacing of 3 in. smooth runways are covered with only a thin film of Other reportedly effective methods of surface treat­ water. In all cases of water-covered runways, how­ ment include porous friction overlays and grooving ever, both effects are present to some degree. by the reflex-percussive cutting process. In dynamic hydroplaning, the buildup of hydro­ The grooves provided by the reflex-percussive dynamic pressures in the tire-runway interface cutting process are still in an experimental stagei causes inward buckling of the tire surface. The lfi Transportation Research Record 1000 space so created between the tire and the runway is formation requires verification on asphaltic con­ filled with water. A relief in fluid pressures is crete surfaces. In addition, other promising methods necessary to regain contact between the aircraft of groove installation or surface treatments should tire and the runway surface for developing higher be continuously investigated. friction forces for effective braking action and directional control of the aircraft. Partial relief in the hydrodynamic pressures can be obtained by Grooving, Drainage, and Hydroplaning cutting circumferential grooves on the aircraft tire and transverse grooves in the runway surface; The improved braking performance of an aircraft on a grooves of various shapes and sizes can be designed grooved runway is the result of a dual process of for optimum braking performance. Transverse runway water removal from the tire-runway interface. First, grooves provide a longer-lasting solution to al­ the grooves influence the surface water drainage leviating hydroplaning than the circumferential (runoff) by providing channelo through which water grooves on the aircraft tire. can flow freely. How an increase or decrease in the In viscous hydroplaning, a thin film of water groove-spacing influences the drainage is a subject separates the tread rubber from the aggregate and not clearly understood. However, results from an binder of the runway surface. The deformation of the analytical study (8) show that a decrease in water tire surface within the tire-runway interface is not depth occurs with -decreasing spacing for the saw­ as large as in dynamic hydroplaning. For an intimate cut grooves of square cross section. Second, the contact to occur between the tire tread rubber and grooves provide forced water escape from the tire­ aggregate material, fine-scale asperities (or micro­ runway interface when the aircraft travels on a texture) in the aggregate material are desirable. water-covered runway. Because the maximum amount of These asperities can break through the th in water water that can be removed from the runway in a given film and relieve the viscous pressures. time is limited, both the free flow and the forced water escape are important. Groove roughness plays an important role in Runway Grooving determining the flow of water out of the interface. Being laminar in nature, the free flow is enhanced Grooves are small channels of geometrical cross-sec­ if the groove channels are smooth; forced water es­ tion cut into the runway surfaces usually by means cape is essentially turbulent and requires a rough of diamond-tipped rotary blades. A square cross-sec­ groove channel to provide a shallow velocity profile tion is the most widely used shape for the grooves; for increased flow. The free flow, however, may also however, other promising designs have been investi­ be turbulent during rain because of the mixing of gated by researchers <!l • the pelting rain. Thus, neither a smooth nor a rough Pavement grooves were introduced by the British groove alone will provide optimum out-flow of water (~) and have been investigated by NASA (}_) and the from the interface. FAA (4). The basic objective of the NASA investiga­ Effectiveness of grooving in providing forced tion had been to determine the groove configuration water escape is influenced by the amount of water on that provided the best cornering and braking perfor­ the runway and the speed of the aircraft. As men­ mance· under wet operating conditions. Investigating tioned earlier, runway grooves can provide relief in various groove widths and depths and three groove the hydrodynamic pressure developed within the _tire­ spacings (1 in., 1.5 in., and 2 in.), NASA concluded runway interface. Because fluid pressures are pre­ that all groove configurations provided improved dominantly hydrodynamic when runways are flooded, cornering and braking performances relative to non­ grooves will be very effective on these runways. On grooved surfaces; however, 0. 25-in. square grooves the other hand, when the runways are covered with spaced 1 in. apart provided the greatest increase in only a thin film of water, where predominantly vis­ available friction (1,).

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