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Transmissivity From Specific Capacity

The following equation, based on the Cooper-Jacob (1946) solution for flow to a well in a confined aquifer, computes the specific capacity, Q/Sw, of a well:

. . . . . (1)

where Q is constant discharge rate [L3/T], rw is pumped well radius [L], S is storativity [dimensionless], sw is drawdown in the well [L], T is transmissivity [L2/T] and t is time [T].

We can rearrange equation (1) to find an expression for T as follows:

. . . . . (2)

Because T also appears in the logarithm term of equation (2), we can use a technique such as successive approximation to solve for T.

You also may convert specific capacity to transmissivity using approximate formulas.

Transmissivity from Specific Capacity Calculator
 
Q/sw [L3/T/L]
t =  [T]
rw [L]
S =  [dimensionless]
 

Use consistent units for the above input parameters.
For example, enter Q/sw in m3/day/m, t in days and rw in m to compute T in m2/day.

 

Transmissivity From Specific Capacity Calculator developed by Glenn M. Duffield, HydroSOLVE, Inc.


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Last modified: 01 March 2009