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Dynamic Data Analysis – v5.12.01 - © KAPPA 1988-2017

Chapte

r 2 – T heory

- p45/743

2.H.3.d

Viscosity

The next figure illustrates the response with default parameters but varying the fluid viscosity.

Values for

are 0.2, 0.5, 1, 2 and 5 cp. If we compare the response with the

Fig. 2.H.8

illustrating the effect of a permeability change (above), we see that the sensitivity to viscosity

is exactly opposite to the sensitivity to permeability. At early time (Storage) and middle time

(IARF), the derivative responses have the same shape but translated along the wellbore

storage line of unit slope. When the viscosity is lower, the reservoir reacts faster and deviates

earlier from pure wellbore storage. The levels of stabilization of the derivative and the semilog

slopes are proportional to

. At late time all derivative signals merge to a single unit slope. In

other words, the sensitivity on 1/

is the same as the sensitivity to k on all parts of the

response. This means that we have another governing group with k/



also called the mobility.

Fig. 2.H.17 – Effect of the fluid viscosity, loglog plot

Fig. 2.H.18 – Effect of the fluid viscosity, semilog and history plot