What is Discharge for Partially Penetrating Well?
The discharge for a partially penetrating well refers to the volume of water extracted from an aquifer when the well does not extend through the entire thickness of the aquifer. This discharge is affected by factors like the hydraulic conductivity of the aquifer, the length of the well screen, the drawdown, and the well's radius. In partially penetrating wells, flow towards the well is more complex due to the incomplete interaction with the entire aquifer thickness, leading to potential reductions in efficiency and increased head losses compared to fully penetrating wells.
How to Calculate Coefficient of Permeability given Discharge for Partially Penetrating Well?
Coefficient of Permeability given Discharge for Partially Penetrating Well calculator uses Coefficient of Permeability = Discharge for Partially Penetrating Well/((2*pi*Aquifer Thickness*(Initial Piezometric Surface-Depth of Water)*Correction Factor)/(log((Radius of Influence/Radius of Well),e))) to calculate the Coefficient of Permeability, Coefficient of Permeability given Discharge for Partially Penetrating Well formula is defined as a measure of the ability of an aquifer to transmit water, which is essential in determining the flow rate of a well, and is used to analyze the performance of partially penetrating wells in various hydrogeological settings. Coefficient of Permeability is denoted by K symbol.
How to calculate Coefficient of Permeability given Discharge for Partially Penetrating Well using this online calculator? To use this online calculator for Coefficient of Permeability given Discharge for Partially Penetrating Well, enter Discharge for Partially Penetrating Well (Qv), Aquifer Thickness (b), Initial Piezometric Surface (H), Depth of Water (hw), Correction Factor (G), Radius of Influence (R) & Radius of Well (r) and hit the calculate button. Here is how the Coefficient of Permeability given Discharge for Partially Penetrating Well calculation can be explained with given input values -> 10.4861 = 5.08/((2*pi*15*(20-2.44)*0.83)/(log((100/2.94),e))).