| 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
     Q = discharge rate
     V = mean velocity of flow
     d = depth of flow
     w = width of bed of channel
     z1 = slope of bank 1, horizontal to vertical
     z2 = slope of bank 2, horizontal to vertical
     S = slope of channel, vertical to horizontal
     θ = slope of channel in degrees
     T = top width of surface of flowing water
     P = wetted perimeter of cross-section
     R = hydraulic radius of flow cross-section
     n = Manning's roughness coefficient
     F = Froude number: F < 1 => subcritical flow, F=1 => critical, F>1 supercritical
◊ Use link
EXAMPLE Of Input/Output
to demo data entry expectations and results; you may edit & use it as starting point