The Spectrum of Glomerular Diseases on Renal Biopsy: Data From A Single Tertiary Center In Oman

Objective: To study the pattern of glomerular disease (GD) from the result of renal biopsies at our center.Methods: We conducted a retrospective review of 190 adult native renal biopsy reports from the pathology registry of renal biopsy performed at our hospital between 1992 and 2010.Results: Lupus nephritis was the most common pathology 48/133 (36.1%) with a female preponderance. The most common primary glomerular disease was focal segmental glomerulosclerosis (FSGS) 26/133(19.5%), followed by membranous glemerulopathy (MGN) 13/133 (9.8%), and mesangial proliferative glomerulonephritis 6/133 (4.5%). IgA nephropathy and acute proliferative glomerulonephritis each accounted for 4/133 (3.0%). Membranoproliferative glomerulonephritis accounted for 3/133 (2.3%). Focal proliferative and cresentic glomerulonephritis each accounted for 2/133 (1.5%). Vasculitis was not common and there was no report of anti-GBM disease.Conclusion: Among the secondary glomerular diseases, lupus nephritis was the commonest condition with a female preponderance. Among the primary glomerular diseases, FSGS was the commonest. These results are consistent with global trend. IgA nephropathy is not common as the case in the Caucasian population. Vasculitis was not common and there was no report of anti-GBM disease

Influence of capillary end effects on steady-state relative permeability estimates from direct pore-scale simulations

We investigate and characterize the influence of capillary end effects on steady-state relative permeabilities obtained in pore-scale numerical simulations of two-phase flows. Our study is motivated by the observation that capillary end effects documented in two-phase laboratory-scale experiments can significantly influence permeability estimates. While numerical simulations of two-phase flows in reconstructed pore-spaces are increasingly employed to characterize relative permeabilities, a phenomenon which is akin to capillary end effects can also arise in such analyses due to the constraints applied at the boundaries of the computational domain. We profile the relative strength of these capillary end effects on the calculation of steady-state relative permeabilities obtained within randomly generated porous micro-structures using a finite volume-based two-phase flow solver. We suggest a procedure to estimate the extent of the regions influenced by these capillary end effects, which in turn allows for the alleviation of bias in the estimation of relative permeabilities