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

Chapte

r 6 – W ell models -

p172/743

6.B

Vertical well with Constant Skin

The simplest model is a vertical well fully penetrating the reservoir producing interval.

This is the model used to derive the basic equations in the chapter on ‘Theory’. This model is

sometimes called ‘wellbore storage & skin’, reference to the original type-curves of the 1970’s.

The reason is that the two only parameters affecting the loglog plot response will be the

wellbore storage and the skin factor. However, wellbore storage is a wellbore effect and skin is

used in complement of all other models.

So we will stick to the term ‘vertical well’, considering that ‘fully penetrating’ is the default

status of a vertical well, otherwise the model will be called ‘limited entry’ or ‘partial

penetration’ (see other sections in this chapter).

The behavior of a vertical well in a homogeneous infinite reservoir has already been presented

in previous sections and is shown here as a reminder. The loglog and semilog plots below show

the response for various values of the skin factor (S).

On the loglog plot, the shape of the derivative response, and with a much lower sensitivity the

shape of the pressure response, will be a function of the group C.e

2S

.

Fig. 6.B.1 – Effect of skin, loglog plot