| THEORY & FORMULAE |
Water is pumped out of wells for drinking, irrigation, etc. Also water is pumped into wells for waste disposal, oil reservoir pressurization, etc. It is often necessary to determine the yield, drawdown around a well and the impact on neighboring wells.
Theis has developed an analytical solution for the drawdown of non-steady state flow in confined homogeneous isotropic aquifer. The Theis equation has become the most widely used equation in transient groundwater hydraulics:
    
where
     s = drawdown at distance r at time t
     Q = constant water pumping (discharge) rate
     W(u) = Well Function of Theis
     r = radial distance from well
     t = time after the start of pumping
     S = storativity of the elastic infinite aquifer
     K = transmissivity of aquifer
     γ = Euler's constant = 0.577215665
In the implementation here, the infinite series is approximated by summation from m=1 => 20, with insignificant loss of accuracy.
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