Which statement correctly describes hydraulic conductivity and its role in Darcy's law?

Hydraulic conductivity is the depth to the water table

Hydraulic conductivity is the rate of precipitation infiltration

Hydraulic conductivity is a measure of a medium's ability to transmit water; in Darcy's law q = -K ∙ i

Hydraulic conductivity is a measure of how easily water can move through a porous medium. In Darcy’s law, the flow rate per unit area, q, is proportional to the hydraulic gradient i, with the constant of proportionality K, the hydraulic conductivity: q = -K i. This means that for a given gradient, a medium with higher K transmits water more readily. The negative sign simply indicates flow from higher hydraulic head to lower head. K depends on both the fluid’s properties (like viscosity) and the medium’s characteristics (pore size, connectivity, tortuosity). This concept is specifically about water transmission through a material under a gradient; the other ideas describe different processes—depth to the water table, rainfall infiltration rate, or diffusion of chemicals—not the ease of water movement under a gradient.

Hydraulic conductivity is the chemical diffusion coefficient

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