Fractional Dimension Rate Transient Analysis (FD-RTA) is an advanced method designed to analyze and characterize unconventional wells with complex fracture networks. It addresses challenges posed by non-equally spaced fractures and transitional flow regimes that can last months to years, unlike traditional methods suited for conventional wells. Developed by Jorge Acuna, based on fractal concepts and fractional dimension systems, the technique offers both analytical and numerical solutions. FD-RTA is effective in modeling fracture swarms and butterfly models, enabling accurate assessment of fracture geometry and reservoir volume from production data. The course emphasizes foundational concepts and real-world applications, illustrated with examples from single-phase to complex multiphase calibrations. Practicing engineers will learn to harness this powerful technique to improve fracture characterization and production forecasting in unconventional reservoirs.Read more...
Who Should Take This Course
• Consultants in reservoir and information systems
• Professionals analyzing fractured reservoir systems
• Reservoir engineers working with unconventional wells
• Engineers seeking advanced transient analysis methods
What You Will Learn
• Analyze complex fracture networks accurately
• Apply FD-RTA to production and pressure data
• Develop multiphase and single-phase fracture models
• Understand fractional dimension and fractal concepts
Why This Course Works
• Predict long-term well performance accurately
• Overcome limitations of classic RTA in complex systems
• Use production data without detailed fracture geometry
• Improve fracture characterization and reservoir volume estimation