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Gas Lift Valve Spacing

Gas lift is an artificial lift method where compressed gas is injected into the production tubing to reduce the hydrostatic head of the fluid column, thereby allowing reservoir pressure to push fluids to the surface. Gas lift valve spacing determines the depth and opening pressures of each valve to ...

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Overview

Gas lift is an artificial lift method where compressed gas is injected into the production tubing to reduce the hydrostatic head of the fluid column, thereby allowing reservoir pressure to push fluids to the surface. Gas lift valve spacing determines the depth and opening pressures of each valve to unload the well progressively from the top down and establish continuous gas injection at the operating valve.

Theory

Gas lift valve spacing follows a systematic procedure:

  1. Start at the surface with a known kickoff pressure
  2. Each successive valve is placed where the injection gas pressure in the annulus can open the valve while the tubing pressure allows flow
  3. A design pressure drop (ΔP per valve) ensures positive downward progression
  4. The deepest valve (operating valve) injects gas continuously at the design point
  5. Formulas

    Gas Lift Valve Opening Pressure (Casing Operated, Bellows Charged)

    Pvo = Pb * (1 - Ab/Ap) + Pt * (Ab/Ap)

    where Pvo = valve opening pressure, Pb = bellows charge pressure (at depth temperature), Ab = bellows area, Ap = port area, Pt = tubing pressure at valve depth.

    Test Rack Opening Pressure (TROP)

    TROP = Pvo * (Tsurf / Tvalve) * Ct

    where Ct = temperature correction factor for nitrogen charge.

    Injection Pressure at Depth

    Pinj_depth = Pinj_surface * exp(0.01875 * γg * TVD / (Tavg * Zavg))

    (Gas column pressure calculation using gas gravity.)

    Unloading Gradient

    Kill_fluid_gradient = 0.052 * ρ_kill  (psi/ft)
    Design_gradient = Kill_fluid_gradient - ΔP_design / interval

    Valve Spacing — Graphical Method

    1. Plot injection gas pressure line (surface to TD)
    2. Plot kill fluid gradient from surface
    3. First valve: intersection of kill fluid line with injection pressure minus design ΔP
    4. Each subsequent valve: draw production gradient from previous valve depth to new intersection
    5. Gas Lift Performance (GLR Effect)

      qL = f(GLR, Pwf, WHP, tubing size)  — from VLP/TPC curves

      Optimum GLR: the point where incremental gas injection yields diminishing returns in production.

      Required Gas Injection Rate

      Qg = qL * (GLR_total - GLR_formation)

      Continuous Gas Lift — Pressure Balance

      Pr - ΔP_IPR - ΔP_tubing(GLR) = WHP

      Worked Example

      Given: Well depth = 8,000 ft TVD, Pinj_surface = 1,200 psi, kill fluid = 9.0 ppg, design ΔP = 50 psi per valve, WHP = 200 psi.

      Step 1: Kill fluid gradient:

      Gradient = 0.052 * 9.0 = 0.468 psi/ft

      Step 2: First valve depth:

      At depth D1: Pinj_D1 ≈ 1,200 + gradient_gas * D1
      Kill fluid pressure = 0.468 * D1
      D1 found where: 0.468 * D1 = Pinj - 50
      Approx: 0.468 * D1 = 1,200 - 50 = 1,150
      D1 = 1,150 / 0.468 = 2,457 ft

      Step 3: Second valve depth:

      After first valve unloads, producing gradient above V1 is lighter (say 0.35 psi/ft with gas):

      P_at_V1 = 0.35 * 2,457 + 200 = 1,060 psi (tubing at V1)
      V2 depth from V1: 0.468 * ΔD = Pinj_V1 - 50 - P_at_V1
      Continue iteratively...

      Typical spacing: 5–8 valves for an 8,000 ft well.

      Valid Ranges

      ParameterTypical Range
      Injection pressure800 – 2,500 psi surface
      Number of valves3 – 12
      Valve spacing500 – 2,500 ft between valves
      Design ΔP per valve25 – 100 psi
      Operating GLR300 – 2,000 scf/STB
      Max depth10,000 – 15,000 ft (limited by gas pressure)

      References

      1. Brown, K.E. (1980). The Technology of Artificial Lift Methods, Vol. 2a. PennWell.
      2. Winkler, H.W. & Smith, S.S. (1962). "Gas Lift Manual." API.
      3. Takacs, G. (2005). Gas Lift Manual. PennWell.
      4. PetroWiki — Gas lift: https://petrowiki.spe.org/Gas_lift

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