Pages that link to "Item:Q650602"

The following pages link to A fractal model for the starting pressure gradient for Bingham fluids in porous media embedded with fractal-like tree networks (Q650602):

Displaying 10 items.

• Analytical solution of a double moving boundary problem for nonlinear flows in one-dimensional semi-infinite long porous media with low permeability (Q318022) (← links)
• Study of the starting pressure gradient in branching network (Q617311) (← links)
• Exact analytical solution of a generalized multiple moving boundary model of one-dimensional non-Darcy flow in heterogeneous multilayered low-permeability porous media with a threshold pressure gradient (Q821746) (← links)
• The modeling of electrical property in porous media based on fractal leaf vein network (Q1625065) (← links)
• A pressure transient model for power-law fluids in porous media embedded with a tree-shaped fractal network (Q1718296) (← links)
• A fractal model for the starting pressure gradient for Bingham fluids in porous media (Q2425938) (← links)
• A model for allometric permeation in fractal branching channel net driven by capillary pressure (Q2967378) (← links)
• A NOVEL FRACTAL MODEL FOR GAS DIFFUSION COEFFICIENT IN DRY POROUS MEDIA EMBEDDED WITH A DAMAGED TREE-LIKE BRANCHING NETWORK (Q5046668) (← links)
• A FRACTAL MODEL OF LOW-VELOCITY NON-DARCY FLOW CONSIDERING VISCOSITY DISTRIBUTION AND BOUNDARY LAYER EFFECT (Q5062446) (← links)
• The first open channel for yield-stress fluids in porous media (Q5150851) (← links)