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In case the bottomhole pressure data is not available it is considered constant over time.
Motivation
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Production rate in producing well depends on its productivity index , current formation pressure and current BHP LaTeX Math Inline |
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body | --uriencoded--p_%7Bwf%7D |
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q^q_1^{\uparrow}(t)=J \cdot \left( p_e(t) - p_{wf}(t) \right) |
and as such depends on lift settings wf and how formation pressure is maintained over time.
It keeps declining due to to the offtakes:
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p_e(t) = p_e[q^q_1^{\uparrow}(t), q_2^{\uparrow}(t), q_3^{\uparrow}(t), \dots] |
and maintained by either aquifer or Fluid Injection and in the latter case depends on injection rates:
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anchor | pedown |
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alignment | left |
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p_e(t) = p_e[q^q_1^{\downarrow}(t),q_2^{\downarrow}(t),q_3^{\downarrow}(t),\dots ] |
The combination of LaTeX Math Block Reference |
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, LaTeX Math Block Reference |
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and LaTeX Math Block Reference |
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lead to the correlation between production raterates, injection rates and bottomhole pressure variation.
The ultimate purpose of CRM is to correlate the long-term (few months or longer) flowrate history andinjection rates history with production rates history and BHP history (recorded by PDG).
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