The paper “Bounds on buoyancy pushed flows with Navier-slip circumstances on tough boundaries” co-authored by Fabian Bleitner and Camilla Nobili, has been revealed in Nonlinearity. It’s revealed open entry (hyperlink right here). Fabian Bleitner was a PhD scholar of Camilla on the College of Hamburg. The paper considers two-dimensional Rayleigh–Bénard convection with Navier-slip and fixed-temperature boundary circumstances on the two horizontal tough partitions described by the peak perform h. Rigorous higher bounds are proved on the Nusselt quantity which seize the dependence on the curvature of the boundary κ and the (non-constant) friction coefficient α explicitly. Full summary out there on the above hyperlink. The screenshot beneath reveals Determine 1 from the paper.