Aiding the decision process by automated reservoir simulation and economic modelling
Research output: Thesis › Master's Thesis
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2019.
Research output: Thesis › Master's Thesis
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TY - THES
T1 - Aiding the decision process by automated reservoir simulation and economic modelling
AU - Rainer, Clemens
N1 - no embargo
PY - 2019
Y1 - 2019
N2 - For oil and gas field developments the economic success depends on a number of parameters, such as geologic uncertainties, operational risks and price forecasts. To be able to make a sound and quality decision it is necessary to analyse various alternatives and be able to compare the results with each other. Every undertaking during the life cycle bears the risk of failure and uncertain results, connected correlated likelihoods and a range of uncertain variables. For a synthetic reservoir all possible results are simulated and evaluated according to their probability to happen and the economic impact over field life. A holistic approach is presented here to evaluate the possible outcomes of a well intervention by combining reservoir simulation with a fully stochastic economic model. As the number of the varying parameters increases, so do the possible results and become a limiting factor for performing complete evaluations. For this reason, a program is developed to automate setting up numerical simulation models and export the production forecast in a standardised format. The subsequent economic evaluation assesses the likelihood and economic variables of every forecast with the help of a fully probabilistic model. The result is a risk weighted expected monetary value, which allows picking the optimal time for an intervention depending on the assumed probability of success. The objectives are met by a computerised method to automate the workflow and remove the bottleneck of manual setup and analysis of every forecast. This enables rapid modification of models and investigating variations deemed too time consuming or typically simplified by approximations.
AB - For oil and gas field developments the economic success depends on a number of parameters, such as geologic uncertainties, operational risks and price forecasts. To be able to make a sound and quality decision it is necessary to analyse various alternatives and be able to compare the results with each other. Every undertaking during the life cycle bears the risk of failure and uncertain results, connected correlated likelihoods and a range of uncertain variables. For a synthetic reservoir all possible results are simulated and evaluated according to their probability to happen and the economic impact over field life. A holistic approach is presented here to evaluate the possible outcomes of a well intervention by combining reservoir simulation with a fully stochastic economic model. As the number of the varying parameters increases, so do the possible results and become a limiting factor for performing complete evaluations. For this reason, a program is developed to automate setting up numerical simulation models and export the production forecast in a standardised format. The subsequent economic evaluation assesses the likelihood and economic variables of every forecast with the help of a fully probabilistic model. The result is a risk weighted expected monetary value, which allows picking the optimal time for an intervention depending on the assumed probability of success. The objectives are met by a computerised method to automate the workflow and remove the bottleneck of manual setup and analysis of every forecast. This enables rapid modification of models and investigating variations deemed too time consuming or typically simplified by approximations.
KW - Erdölwirtschaft
KW - Lagerstättensimulation
KW - Erfolgswahrscheinlichkeit
KW - Monte Carlo Methode
KW - Entscheidungsbaum
KW - Erwartungswert
KW - Automatisierungssoftware
KW - Stochastik
KW - petroleum economics
KW - reservoir engineering
KW - numerical simulation
KW - automation
KW - decision analysis
KW - probability of success
KW - stochastic
KW - Monte Carlo
KW - conditional probability
M3 - Master's Thesis
ER -