2022
DOI: 10.3384/ecp21185271
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On Uncertainty Analysis of the Rate Controlled Production (RCP) Model

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Cited by 3 publications
(3 citation statements)
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“…Most studies are restricted to the use of custom implementations of basic, quick-to-implement MCMC techniques, such as the random-walk Metropolis method (Ban et al, 2022;Ruiz Maraggi et al, 2022;Pan et al, 2021;Lødøen and Tjelmeland, 2007). There are only a handful of studies that apply HMC algorithms for parameter estimation, e.g., Taghavi and Ghaderi (2022) use HMC via Stan for a dimensionless model of a rate controlled production valve; Sandl et al (2021) use HMC via Stan for logistic regression models that predict the occurrence of gas migration in oil wells; and Moen et al (2022) use DynamicHMC (Papp, 2021) -an implementation of a variant of the NUTS algorithm proposed by Betancourt (2017) -via Turing for a model that estimates the inflow profiles in oil wells.…”
Section: Modeling Identification and Controlmentioning
confidence: 99%
“…Most studies are restricted to the use of custom implementations of basic, quick-to-implement MCMC techniques, such as the random-walk Metropolis method (Ban et al, 2022;Ruiz Maraggi et al, 2022;Pan et al, 2021;Lødøen and Tjelmeland, 2007). There are only a handful of studies that apply HMC algorithms for parameter estimation, e.g., Taghavi and Ghaderi (2022) use HMC via Stan for a dimensionless model of a rate controlled production valve; Sandl et al (2021) use HMC via Stan for logistic regression models that predict the occurrence of gas migration in oil wells; and Moen et al (2022) use DynamicHMC (Papp, 2021) -an implementation of a variant of the NUTS algorithm proposed by Betancourt (2017) -via Turing for a model that estimates the inflow profiles in oil wells.…”
Section: Modeling Identification and Controlmentioning
confidence: 99%
“…where ∆PTot is the differential pressure across the AICV, ρcal and µcal are the calibration fluid density and viscosity, and ρmix and µmix are the mixture fluid density and viscosity respectively. The parameter aAICD is a valve characteristic given by the ICD strength, Q is the volumetric mixture flow rate, and x and y are constants (Taghavi & Ghaderi, 2021). It can be interpreted from equation ( 2) that the pressure drop through the AICV is much more viscosity dependent than density dependent.…”
Section: Aicvs In Advanced Wellsmentioning
confidence: 99%
“…The parameter 𝑎 𝐴𝐼𝐶𝐷 is a valve characteristic given by the ICD strength, 𝑄 is the volumetric mixture flow rate, and 𝑥 and 𝑦 are constants. [10] It can be interpreted from equation ( 2) that the pressure drop through the AICV is much more viscosity dependent than density dependent. The concept and principle of AICV is described in detail in earlier scientific works [11,12].…”
Section: Aicvmentioning
confidence: 99%