Well bottom-hole flowing pressure evaluation method in 48 Block of S Gas field

Abstract

Gas well bottom-hole flowing pressure is an important parameter in gas reservoir geological research and evaluation, reserves calculation, evaluation of capacity calculation and dynamic analysis. So, get accurate bottom-hole flowing pressure has significant importance to the production. Through the production analysis of 48 block in the S gas field, liquid bottom-hole flowing pressure calculating method of the production block were studied. The density of liquid correction iterative method and measured pressure combined were determined to evaluate the bottom-hole pressure for the gas well development and production. Conclusions Calculation of bottom hole pressure correction based on the solid height, can effectively reduce the calculation error, in calculation of wellbore liquid gas well bottom hole pressure, Density iterative method is an effective method for calculating bottom hole pressure in 48 block of S gas field, it can be combined with bottom hole pressure measurement data to evaluate bottom hole pressure, gas field development.

Interpretation of Neural Network Models – New Insights of Estimating Static Bottom-Hole Pressures of Gas Wells in Nigerian Petroleum Provinces

“…However, because of redundancy and economic drawbacks, BHP measurements appear less successful, which is why BHP prediction processes are used in estimating. Just the additive pressure exerted by the weight of the static fluid column needs to be calculated to estimate the static bottom-hole pressure from surface measurement [20]. Equation 1illustrates that, in the case of a static gas column, the friction and kinetic energy effects are abolished, as they are equal to zero [13].…”

“…They incorporate a two-step calculation procedure that uses an intermediate pressure value at the midpoint of the production string. Besides, Cullender and Smith [22] suggested Simpson's rule (Equation 2) to achieve better accuracy than the trapezoidal rule visible in Table 1 [16,20].…”