In elasto-hydrodynamic lubrication (EHL) condition, traction property of oil films changes from linear region to non-linear region with increase in slide roll ratio. This means that the oil films behave as non-Newtonian fluid. In fact, as shear rate increases, shear stress acting to the oil films becomes small compared with that of Newtonian fluid. Namely, viscosity of the oil films decreases with increase in the shear rate. The fluid with such viscosity property is referred to as shear-thinning fluid. Until now, in order to evaluate the traction property in the EHL condition, constitutive equations of the shear thinning models have been incorporated to dominant equations of the EHL theory, and many numerical analyses have been performed. In addition, it has been reported that the oil films of some synthetic oils by the EHL oil film thickness calculating equations are evaluated thicker than the results of the EHL numerical analyses and the experiments. In the present review paper, the typical shear thinning models such as EYRING model and CARREAU-YASUDA model are introduced. Subsequently, the results of the EHL numerical analyses applying the shear-thinning models are explained.
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