Assisted History Matching & Experimental Design
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Assisted History Matching & Experimental Design - RE-AHM-PEA27
| Code | Date | Time | Duration | Location | Currency | Early Bird Fee Per Person |
|---|---|---|---|---|---|---|
| RE-AHM-PEA27 | 15 - 19 Mar 2027 | 10 AM CST | 4 Hours Per Day |
Online |
USD |
4000 |
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Assisted History Matching & Experimental Design
Description
Manual history matching adjusts parameters one at a time and produces a single model. Assisted workflows sample the parameter space systematically, quantify which parameters actually influence the response, build proxies where full simulation is too slow, and search for matching parameter combinations using optimisation or ensemble updating. Done properly this produces not only a better match but a quantified uncertainty range, because the workflow retains the set of parameter combinations that are consistent with the observed data rather than one arbitrary member of it.
This training covers the full workflow. Experimental design is developed first, covering factorial, fractional factorial, Plackett-Burman, Latin hypercube and space-filling designs, and their use in screening a large parameter set down to the influential few. Response surface construction and proxy modelling follow, with validation requirements and the conditions under which a proxy can substitute for simulation. Optimisation algorithms are then covered, including gradient-based methods, evolutionary and swarm algorithms and their behaviour on the rough, non-convex misfit surfaces that reservoir problems produce. Ensemble methods are developed in detail, covering ensemble Kalman filter and ensemble smoother approaches, their assumptions, ensemble collapse and localisation. Bayesian formulation, posterior sampling and ensemble-based forecasting close the technical content, followed by the practical integration of these methods into reservoir management workflows.
Screening is the step that makes the rest tractable. A reservoir model may have dozens of uncertain parameters, and sampling them all thoroughly requires more simulation runs than any schedule allows. Screening designs identify which parameters actually move the responses that matter, typically a small subset, and allow the detailed work to concentrate on those. Skipping screening and applying an optimisation algorithm to the full parameter set wastes most of the computational effort on parameters that do not matter.
Proxies are useful and hazardous in equal measure. A response surface fitted to a set of simulation runs can evaluate thousands of parameter combinations instantly, which makes optimisation and uncertainty quantification practical. But a proxy is only valid where it was trained, it degrades badly in regions of the parameter space the training runs did not cover, and a proxy fitted to too few runs with too many parameters will fit noise. Validating a proxy against runs held out from its training is not optional.
Ensemble methods have become the standard approach for large problems and carry their own failure mode. Ensemble collapse, where repeated updating drives the ensemble members together until they no longer represent uncertainty, produces an ensemble that matches the history and understates the forecast range severely. Localisation, inflation and appropriate ensemble size are the countermeasures, and applying an ensemble method without them produces confident and wrong forecasts.
Finally, the automation does not remove the engineering judgement. The parameters chosen, the ranges assigned, the observations weighted and the prior distributions specified all encode assumptions, and the algorithm optimises within them without questioning them. An assisted workflow applied to a badly parameterised problem produces a well-optimised bad answer faster than manual matching would. The methods amplify judgement rather than replacing it.
By the end of this training, participants will be able to:
- Design screening experiments to identify influential parameters from a large uncertain parameter set
- Select and apply experimental designs appropriate to the number of parameters and available runs
- Construct response surface and proxy models and validate them against held-out simulation runs
- Select optimisation algorithms appropriate to the misfit surface and evaluate their convergence behaviour
- Formulate the history matching problem in Bayesian terms with priors and likelihood
- Apply ensemble Kalman filter and ensemble smoother methods to reservoir matching
- Diagnose and mitigate ensemble collapse using localisation, inflation and ensemble sizing
- Generate posterior parameter distributions and ensemble-based production forecasts
- Assess whether an assisted workflow has produced a physically defensible result
- Integrate assisted matching and uncertainty workflows into reservoir management practice
The training builds an assisted workflow end to end on a reservoir case, with participants designing screening experiments, running them, building and validating proxies, applying optimisation and ensemble methods and generating forecast ranges. The effect of poor choices is demonstrated directly: proxies validated and unvalidated, ensembles with and without localisation, optimisations with and without screening. Results from assisted and manual matching of the same field are compared. Published field applications are examined for the workflow design and the outcome achieved.
Organisations sending participants to this training will:
- Produce forecast ranges from history matching rather than single deterministic forecasts
- Reduce the engineering time consumed by manual history matching
- Improve the credibility of uncertainty ranges presented to decision makers
- Use computational resources more efficiently through screening and proxy methods
- Reduce the risk of confident forecasts from collapsed or poorly designed ensembles
- Build internal capability in workflows increasingly expected in reservoir studies
Participants will:
- Design and execute assisted history matching workflows
- Screen parameters efficiently before committing computational effort
- Build and validate proxy models properly
- Apply ensemble methods and recognise their failure modes
- Produce and defend ensemble-based forecast ranges
- Build a quantitative capability in growing demand across reservoir engineering
- Reservoir simulation engineers
- Reservoir engineers responsible for forecasting and uncertainty quantification
- Technical staff working on uncertainty and decision support
- Data and computational specialists supporting reservoir workflows
- Reserves and evaluation engineers using probabilistic simulation output
- Technical staff reviewing assisted matching studies
- Engineers with manual history matching experience moving to assisted methods
Module 1 - From Manual to Assisted Workflows
- Limitations of manual history matching
- What assisted workflows add and what they do not
- Overview of the assisted workflow: screening, sampling, proxy, optimisation, ensemble
- Deterministic against probabilistic matching objectives
- Computational cost management and run budgeting
- Where engineering judgement enters an automated workflow
- Software-independent principles of assisted matching
- Common failure modes in assisted workflows
Module 2 - Uncertainty Parameterisation
- Identifying uncertain parameters and their sources
- Static, dynamic and well level parameters
- Continuous, discrete and scenario parameters
- Assigning parameter ranges and their justification
- Prior distribution specification
- Parameter transformation and normalisation
- Reducing parameter count through grouping and regionalisation
- Handling structural and scenario uncertainty
- Consistency between static model realisations and dynamic parameters
Module 3 - Experimental Design
- Purpose of experimental design in reservoir workflows
- Full factorial and fractional factorial designs
- Plackett-Burman screening designs
- Central composite and Box-Behnken designs
- Latin hypercube and space-filling designs
- Design selection against parameter count and run budget
- Resolution, aliasing and confounding
- Screening for main effects and interactions
- Tornado plots and sensitivity ranking
- Reducing the parameter set for detailed work
Module 4 - Response Surfaces and Proxy Models
- Proxy model purpose and applicability
- Polynomial response surfaces
- Kriging and Gaussian process proxies
- Neural network and machine learning proxies
- Radial basis and other interpolation methods
- Training run selection and adaptive sampling
- Proxy validation against held-out runs
- Cross-validation methods
- Proxy accuracy limits and extrapolation failure
- Deciding when a proxy is adequate and when simulation is required
- Using proxies for optimisation and uncertainty quantification
Module 5 - Optimisation Algorithms
- Optimisation problem formulation for history matching
- Misfit surface characteristics: roughness, multimodality, plateaus
- Gradient-based methods and adjoint gradients
- Derivative-free local search methods
- Genetic and evolutionary algorithms
- Particle swarm and differential evolution
- Simulated annealing
- Hybrid and multi-start strategies
- Convergence assessment and stopping criteria
- Local minima and the risk of premature convergence
- Algorithm selection for reservoir problems
Module 6 - Bayesian Formulation
- Bayes theorem applied to history matching
- Prior, likelihood and posterior in reservoir terms
- Observation error and its specification
- Model error and its treatment
- Posterior sampling and its computational cost
- Markov chain Monte Carlo methods in outline
- Rejection sampling and importance sampling
- Approximate Bayesian methods
- Interpreting a posterior distribution
- Consistency between prior and posterior and what disagreement indicates
Module 7 - Ensemble Methods
- Ensemble concept and its representation of uncertainty
- Ensemble Kalman filter formulation
- Ensemble smoother and multiple data assimilation
- Sequential against batch assimilation
- Assumptions: linearity, Gaussianity, and their violation in reservoir problems
- Ensemble size and its effect on results
- Spurious correlations and their consequences
- Localisation methods and their implementation
- Covariance inflation
- Ensemble collapse: detection and prevention
- Handling non-Gaussian parameters such as facies
- Practical implementation considerations
Module 8 - Forecasting and Uncertainty Quantification
- Generating forecasts from a matched ensemble
- Posterior forecast distributions and their interpretation
- Comparing prior and posterior forecast ranges
- Uncertainty reduction achieved by matching
- Testing forecast calibration against held-out data
- Combining matched ensembles with development scenario uncertainty
- Optimisation under uncertainty for development decisions
- Value of information analysis using the ensemble
- Communicating ensemble forecasts to decision makers
- Recognising an ensemble that has understated uncertainty
Module 9 - Practical Integration and Governance
- Run management, storage and computational infrastructure
- Workflow reproducibility and version control
- Updating an ensemble as new production data arrives
- Maintaining assisted workflows through the life of an asset
- Combining assisted workflows with analytical reservoir methods
- Quality assurance and technical review of assisted studies
- Questions to ask when reviewing an assisted matching study
- Competence and resourcing requirements
- Deciding when assisted methods are justified and when they are not
- Documenting an assisted workflow for audit
Upon successful completion of this training course, delegates will be awarded an official Certificate of Completion issued by the Petroleum Engineers Association (PEA), an ISO 9001:2015 certified training organization. The certificate carries 10 Credits and formally records the total learning hours completed.
Each certificate is signed by the Course Facilitator and the CEO of the Petroleum Engineers Association, and serves as verifiable proof of professional training that delegates can present to employers and professional bodies worldwide.
Your expert course leader is a senior petroleum engineering consultant, certified trainer and university lecturer with more than 25 years of experience, specialising in assisted history matching and experimental design for reservoir models.
His technical expertise covers experimental design and screening, response surface and proxy modelling, optimisation algorithms, ensemble methods including Kalman based approaches, Bayesian formulation, ensemble based uncertainty quantification, and the integration of assisted workflows into reservoir management practice.
He has provided consulting and technical support to international operators and national oil companies across the Middle East, North Africa, Asia Pacific and the Americas, working on reservoir model calibration studies, uncertainty quantification exercises, proxy model development and ensemble based forecasting projects across greenfield and brownfield assets.
He has designed and delivered technical training programmes on assisted history matching and experimental design topics for operating companies and service providers, conducting both classroom and online sessions for engineers and technical staff across the Middle East, Asia Pacific, Africa and Europe.
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