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= gas deviation factor.
Real gas deviation factor.
Finally, it sheds light on the gas deviation factor or compressibility factor that modifies ideal gas behavior.
The gas deviation factor z can be calculated by using Standing-Katz plate that Dranchuk and Abou-Kassem fitted in 1974.
In addition, the chapter gives a review of gas properties including gas deviation factor, gas viscosity, compressibility, and formation volume factor.
These properties are gas specific and can be readily evaluated as a function of pressure and temperature on the basis of existing correlations for the gas deviation factor (z-factor) of natural gases.
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The gas density is calculated from real gas law, as follows: pV = ZnRT = frac{ZWRT}{{M_{a} }} (38) rho = frac{{pM_{text{a}} }}{ZRT} = frac{{0.00149406,M_{text{a}} }}{RT} (39 where ρ is gas density in gm/cc, M a is apparent molecular weight, T is the temperature in °R, Z is the gas law deviation factor, and p is the pressure in psia.
Deviation factor of natural gas.
Assumptions: (1) Homogeneous reservoir distributes and sulfur of precipitation is not migration in reservoir; (2) Water drives gas follows piston displacement; (3) Constant gas water viscosity and deviation factor; (4) Ignore capillary force, gravity, reservoir anisotropy and stress sensitivity, slippage, and skin factor effects during the displacement process; .
Here, a deviation factor is re-evaluated.
The average of absolute deviation for the gas compressibility factor is 0.158 % and for the liquid volume dropout is 1.38.
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