The δ m parameter corresponds to the total mixed-mode displacement (normal, sliding, tearing) given by: {delta}_m=sqrt{delta_n^2+{delta}_{shear}^2}=sqrt{delta_n^2+{delta}_s^2+{delta}_t^2} (3.3) Fig. 5 Typical traction-displacement relationship (Shi 2014).
Moreover, with two systems, for typical structure traction mechanism of heavy machinery, it was optimized.
In this paper, a non-Newtonian EHL analysis is performed to predict the performances of elliptical contacts typical of traction drive components.
A typical resulting traction force and cell height trace is shown in FIG. 4B.
Closed form solutions are then obtained for a concentrated normal force (the Flamant problem), for constant normal traction, and a typical Hertzian normal traction distribution from classical elasticity.
The EHL traction model considers typical ranges of the key contact parameters governed by hypoid gear applications, including Hertzian pressure, contact radii, surface speeds, lubricant temperature and surface roughness amplitude of hypoid type of gears, covering a wide range of conditions from full-film to boundary lubrication regime.
Typical HRCT features are represented by a reticular pattern, traction bronchiectasis and honeycombing appearance (Figs. 2 and 3).
The possible UIP pattern (Fig. 6) includes: (1) reticular pattern again with or without traction bronchiectasis; (2) the presence of a typical gradient (lower lobes and subpleural localisation of disease); (3) no features listed as inconsistent with a UIP pattern.
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Diagnostic problems usually do not subsist in UIP due to the typical laterobasal abnormalities distribution, layered arrangement of cysts, intralobular interstitial thickening and traction bronchiectasis.
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