changes.mady.by.user Arthur Aslanyan (Nafta College)
Saved on Jan 21, 2019
Saved on Jan 26, 2019
...
CRM is a specific case of MDCV with the following unit-rate transient responses:
UTR
p_{1nn}(t) =J_n^{-1} \left( 1 - \frac{t}{\tau_n} \right)
p_{1nm}(t) = 0
p_{1nm}(t) = \frac{f_{nm}}{J_n \tau_n} \cdot t
DrawdownPressure drop
\delta p_{1nn}(t) = \frac{1}{J_n \tau_n} \cdot t
\delta p_{1nm}(t) = 0
\delta p_{1nm}(t) = \frac{f_{nm}}{J_n \tau_n} \cdot t
Log Der
p'_{1nn}(t) = \delta p_{1nn}(t)
p'_{1nm}(t) = 0
p'_{1nm}(t) = \delta p_{1nm}(t)
See also CRM as MDCV @model for derivation.
