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Injection Wells Equations

Browse 13 injection wells petroleum engineering equations with formulas, inputs, outputs, units, and sources.

Injection Wells equations group related upstream petroleum engineering formulas by workflow so engineers can find the right calculation faster.

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Production EngineeringInjection Wells

Cumulative Hall Plot Pressure Integral

H=Hprev+ΔHH=H_{prev}+\Delta H
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Production EngineeringInjection Wells

Cumulative Water Injected for Hall Plot

Wi=Wprev+qiΔtW_i=W_{prev}+q_i\Delta t
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Production EngineeringInjection Wells

Hall Injectivity Change Ratio from Slopes

RC=CnewCbase=mbasemnewR_C=\frac{C_{new}}{C_{base}}=\frac{m_{base}}{m_{new}}
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Production EngineeringInjection Wells

Hall Injectivity Coefficient from Slope

CH=1mHC_H=\frac{1}{m_H}
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Production EngineeringInjection Wells

Hall Plot Pressure-Time Increment

ΔH=(PiwfPavg)Δt\Delta H=(P_{iwf}-P_{avg})\Delta t
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Production EngineeringInjection Wells

Hall Plot Slope from Two Surveillance Points

mH=H2H1Wi2Wi1m_H=\frac{H_2-H_1}{W_{i2}-W_{i1}}
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Production EngineeringInjection Wells

Injected Hydrocarbon Pore Volumes

HCPVinj=WiBwi7758AhϕSoHCPV_{inj}=\frac{W_iB_{wi}}{7758Ah\phi S_o}
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Production EngineeringInjection Wells

Injectivity Index

Ii=qiPwfPrI_i = \frac{q_i}{P_{wf} - P_r}
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Production EngineeringInjection Wells

Radial Water Injection Rate

qw=0.00708krwkh(PiwfPe)μwBw[ln(re/rw)+s]q_w=\frac{0.00708k_{rw}kh(P_{iwf}-P_e)}{\mu_wB_w[\ln(r_e/r_w)+s]}
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Production EngineeringInjection Wells

Radial Water Injectivity Index

Iw=0.00708krwkhμwBw[ln(re/rw)+s]I_w=\frac{0.00708k_{rw}kh}{\mu_wB_w[\ln(r_e/r_w)+s]}
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Production EngineeringInjection Wells

Voidage Replacement Ratio

VRR=WiBwi+GiBginjNpBo+WpBwp+Bg(GORRs)NpVRR=\frac{W_iB_{wi}+G_iB_{ginj}}{N_pB_o+W_pB_{wp}+B_g(GOR-R_s)N_p}
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Production EngineeringInjection Wells

Water Injection Bottom-Hole Pressure from Radial Flow

Piwf=Pe+qwμwBw[ln(re/rw)+s]0.00708krwkhP_{iwf}=P_e+\frac{q_w\mu_wB_w[\ln(r_e/r_w)+s]}{0.00708k_{rw}kh}
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Production EngineeringInjection Wells

Waterflood Mobility Ratio

M=krw/μwkro/μoM=\frac{k_{rw}/\mu_w}{k_{ro}/\mu_o}
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