Generally, turbulent flow in bearings occurs mainly due to two reasons: high operational speed and use of unconventional lubricants. The present work is focused to investigate the effects of both positive and negative textures in terms of texture shape, size, height, orientation and number of textures in transverse direction, on the hydrodynamic performance of parallel sliding contacts in turbulent regime. Ng and Pan model is used to incorporate turbulent flow condition in pressure governing equation. It has been noticed that Reynolds number, texture shape, size and height play significant role in enhancing the lubrication performance. In turbulent flow, friction parameter shows higher magnitude as compared to laminar flow which is undesirable. Keywords Negative textures • Parallel sliding contacts • Positive textures • Turbulent flow List of symbols C Maximum clearance between the surfaces F Friction force h Film thickness of the lubricant h g Height of the protrusion l Base length of surface texture k x and k z Frictional flow rate parameters in the x-and z-directions L X Length of the unit cell in x-direction L Z Length of the unit cell in z-direction N x , N z Mesh size in x-and z-directions, respectively p Pressure in the lubricant film Q End flow in z-direction Re Reynolds number (UL x) U Sliding velocity in x-direction w Load support Dynamic viscosity of the lubricant Density of the lubricant Non-dimensional parameters a Aspect ratio (area of textured surface/area of unit cell) F Friction force FC∕ UL X L Z h Film thickness (h∕ C) H Texture height ratio h g C k Ratio of the imaginary cell lengths (L X ∕ L Z) K ax , K az Apparent height of film thickness K ax =h k 1∕ 3 x , K az =h k 1∕ 3 z p Pressure pC 2 UL X Q End flow Q∕ UCL X w Load support WC 2 UL 2 X L Z x x-coordinate x∕L X ȳ y-coordinate (y∕C) z z-coordinate z∕L Z (L X ∕ C) Friction parameter