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Tight Gas Pore Volume from Squared-Pressure Decline Calculator

PV=28.27Tμg,avgzavgμgicti(Pi2Pwf2)qiDiPV=\frac{28.27T\mu_{g,avg}z_{avg}}{\mu_{gi}c_{ti}(P_i^2-P_{wf}^2)}\frac{q_i}{D_i}

Enter the required inputs, confirm the units, and run the calculator to solve PV. Review the formula source and assumptions before using the result in engineering work.

Tabular solver

Inputs

Defaults provide a quick field-unit example for the equation.

9 variables

Your input values and calculation stay in this browser.

Engineering reference summary

Calculation context and source notes

Tight Gas Pore Volume from Squared-Pressure Decline calculates pore volume for unconventional reservoirs workflows in reservoir engineering. The page keeps the declared variables, units, source relationship, and output definition visible for technical review.

Use this formula when the listed inputs (T, mu_g_avg, z_avg, q_i, mu_gi, c_ti, P_i, P_wf, D_i) are known and the assumptions behind the cited unconventional reservoirs relationship match the engineering case being checked.

Solves for

PV (reservoir volume units)

Formula reference

Formula, variables, and default calculation

PV=28.27Tμg,avgzavgμgicti(Pi2Pwf2)qiDiPV=\frac{28.27T\mu_{g,avg}z_{avg}}{\mu_{gi}c_{ti}(P_i^2-P_{wf}^2)}\frac{q_i}{D_i}

Reproducible default result

With the default values shown below, the calculation returns PV = 29,212,333.333333 reservoir volume units. Defaults demonstrate the implementation; they are not recommended field values.

TdegR

620

mu_g_avgcP

0.02

z_avgdimensionless

0.9

q_iMSCF/day

500

mu_gicP

0.018

c_ti1/psi

0.00001

P_ipsi

4000

P_wfpsi

1000

D_i1/day

0.002

Input definitions

T

degR

Reservoir Temperature

mu_g_avg

cP

Average Gas Viscosity

z_avg

dimensionless

Average Gas Compressibility Factor

q_i

MSCF/day

Initial Gas Rate

mu_gi

cP

Initial Gas Viscosity

c_ti

1/psi

Initial Total Compressibility

P_i

psi

Initial Reservoir Pressure

P_wf

psi

Bottom-Hole Flowing Pressure

D_i

1/day

Initial Decline Rate

Output definitions

PV

reservoir volume units

Pore Volume

q_i

MSCF/day

Initial Gas Rate

D_i

1/day

Initial Decline Rate

Engineering use, assumptions, and limits

Use this formula when the listed inputs (T, mu_g_avg, z_avg, q_i, mu_gi, c_ti, P_i, P_wf, D_i) are known and the assumptions behind the cited unconventional reservoirs relationship match the engineering case being checked.

Assumptions

  • Input values are representative for the well, reservoir, fluid, or equipment case being evaluated.
  • The declared units match the field-unit constants used in the formula.
  • The cited formula applies to the selected petroleum engineering workflow.

Limitations

  • The calculation does not replace a full engineering model or operating procedure.
  • Accuracy depends on the source correlation, assumptions, input quality, and unit consistency.

Common mistakes

  • Mixing unit systems without converting the inputs.
  • Using default example values as field recommendations.
  • Applying the formula outside the source assumptions.

Frequently asked questions

What inputs does the Tight Gas Pore Volume from Squared-Pressure Decline calculator need?

The calculation uses Reservoir Temperature (T), Average Gas Viscosity (mu_g_avg), Average Gas Compressibility Factor (z_avg), Initial Gas Rate (q_i), Initial Gas Viscosity (mu_gi), Initial Total Compressibility (c_ti), Initial Reservoir Pressure (P_i), Bottom-Hole Flowing Pressure (P_wf), Initial Decline Rate (D_i). Enter values on the units shown beside each field.

What result does this calculator return?

The primary result is pore volume in reservoir volume units. The formula section shows the declared relationship, variables, and a reproducible default calculation.

What should I check before using the result?

Confirm the unit basis, source applicability, and input quality. The calculation does not replace a full engineering model or operating procedure. Mixing unit systems without converting the inputs.

Source and record status

Source metadata identifies the relationship implemented by the calculator. Check the cited edition, unit basis, and scope against the engineering case before operational use.

reviewedguidance published

Advanced Reservoir Engineering, Ahmed, T., McKinney, P. D. (2005)

Ahmed, T. and McKinney, P. D. 2005. Advanced Reservoir Engineering, Gulf Publishing of Elsevier, Chapter 3, Page 252.

Open source reference

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