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The cumulative production is then given by:
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Q(t)=\int_0^t q(t) \, dt |
and the ultimate recovery is defined as:
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Q_{\rm max}=Q(t=\infty)=\int_0^\infty q(t) \, dt =\frac{q_0}{D \, (1-b)} |
Arp's model splits into three types based on the value of
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