hydraulics darcy's law- 21j01abt039

Q = \frac{- k \cdot A \cdot (P_{b} - P_{a})}{μ \cdot L}

$Q = (- "k" * "A" * ( P_b - P_a )) / ( mu * "L" )$

(k) Permiability of Material

$(k)"Permiability of Material"$

(A) Cross-sectional Area

$(A)"Cross-sectional Area"$

(P_{b}) Pressure Post Medium

$(P_b)"Pressure Post Medium"$

(P_{a}) Pressure Prior to Medium

$(P_a)"Pressure Prior to Medium"$

(L) Length of Medium

$(L)"Length of Medium"$

(μ) Viscosity

$(mu)"Viscosity"$

Tags

Darcy's law states the principle which governs the movement of fluid in a given substance. Darcy's law equation describes the liquid's capability to flow via any porous media like a rock. The law is based on the fact that the flow between two points is directly proportional to the pressure differences between the points, the distance, and the connectivity of flow within rocks between the points.

The equation presented makes it easier for the calculator to solve the possibility of flow from a hydraulically fractured to a freshwater zone from a higher place to a lower place.