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p_n(t)
= p_{i0,n} + \sum_{k = 1}^N \int_0^t p^u_{nk}(t - \tau) \, \dot q_k \, d\tau
\approx p_{i,n} + \sum_{k = 1}^N \sum_{\alpha= 1}^{N_k} \big( q^{(\alpha)}_k - q^{(\alpha-1)}_k \big) \ p^u_{nk}(t - t_{\alpha k}) |
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| pressure at
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| initial pressure at
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| rate value of
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| pressure transient response in
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| starting point of the
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| number of wells in the test | ||||||||||||
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| number of transients in
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