Gas Bubble Radius
Gas Bubble Radius Formula |
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\( G \;=\; 1359.7 \cdot A \cdot h \cdot \sigma_b \cdot G_c \) (Gas Bubble Radius) \( A \;=\; \dfrac{ G }{ 1359.7 \cdot h \cdot \sigma_b \cdot G_c } \) \( h \;=\; \dfrac{ G }{ 1359.7 \cdot A \cdot \sigma_b \cdot G_c } \) \( \sigma_b \;=\; \dfrac{ G }{ 1359.7 \cdot A \cdot h \cdot G_c } \) \( G_c \;=\; \dfrac{ G }{ 1359.7 \cdot A \cdot h \cdot \sigma_b } \) |
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Symbol | English | Metric |
\( G \) = Gas in Place | \(SCF\) | - |
\( A \) = Drainage Area | \(acres\) | - |
\( h \) = Thickness | \(ft\) | - |
\( \sigma_b \) = Bulk | \(g\;/\;cc\) | - |
\( G_c \) = Gas Constant | \(SCF\;/\;ton\) | - |
Gas bubble radius is used in petroleum engineering and reservoir engineering, particularly in the context of gas reservoirs and gas condensate reservoirs. It is the radius of a bubble of gas that forms in a liquid phase within the reservoir when the pressure drops below the bubble point pressure.
Key Points about Gas Bubble Radius
Applications
Production Optimization - Ensuring efficient extraction of hydrocarbons by understanding how gas and liquid phases interact.
Reservoir Simulation - Incorporating accurate models into simulation software to predict reservoir behavior under different production scenarios.
Fluid Dynamics - Analyzing how bubbles will rise and influence fluid movement through porous media.