If $d$ is the depth of an aquifer through which water is flowing, then the relationship between permeability $K$ and transmissibility (also known as transmissivity) $T$ is given by ________.
Transmissibility ($T$) represents the rate at which water can be transmitted through a unit width of an aquifer under a unit hydraulic gradient. It is a crucial parameter in groundwater hydrology.
The relationship between transmissibility ($T$), intrinsic permeability ($K$), and the aquifer's saturated thickness or depth ($d$) is defined by the following equation:
Where:
This formula directly shows that transmissibility is the product of the aquifer's depth and its permeability.