Reservoir: Fast Marching Method: A New Paradigm for Modeling Unconventional Reservoirs

Speaker: Dr. Akhil Datta-Gupta
Speaker Dr. Akhil Datta-Gupta
Akhil Datta-Gupta is Regents Professor and holder of L. F. Peterson ‘36 Endowed Chair in Petroleum Engineering at Texas A&M U. in College Station, TX (USA). He holds a Ph.D degree in Petroleum Engineering from the University of Texas at Austin. Dr. Datta-Gupta is well known for his contributions to ...

Akhil Datta-Gupta is Regents Professor and holder of L. F. Peterson ‘36 Endowed Chair in Petroleum Engineering at Texas A&M U. in College Station, TX (USA). He holds a Ph.D degree in Petroleum Engineering from the University of Texas at Austin. Dr. Datta-Gupta is well known for his contributions to the theory and practice of streamline simulation in petroleum reservoir characterization, management and calibration of high resolution geologic models. Dr. Datta-Gupta received two of the top three technical awards (Carll Award, 2009; Uren Award, 2003) given by the Society of Petroleum Engineers (SPE) for his contributions related to reservoir characterization and 3-D streamline simulation. Dr. Datta-Gupta was elected to the U.S. National Academy of Engineering in 2012.

Full Description

In this talk will discuss a novel approach for rapid field-scale performance assessment of shale gas and oil reservoirs. The proposed approach is based on a high frequency asymptotic solution of the diffusivity equation in heterogeneous reservoirs and serves as a bridge between simplified analytical tools and complex numerical simulation. The high frequency solution leads to the Eikonal equation which is solved for a ‘diffusive time of flight (DTOF)’ using the Fast Marching Method. The DTOF generalizes the concept of depth of investigation to heterogeneous and fractured reservoirs and provides an efficient semi-analytic method to calculate drainage volume, pressure depletion and well performance in unconventional reservoirs. More importantly, in a manner analogous to streamline simulation, the ‘diffusive time of flight’ can also be used as a spatial coordinate to reduce the 3-D diffusivity equation into a 1-D equation which can be solved numerically accounting for the relevant physics related to shale gas and oil reservoirs. The speed and versatility of our proposed method makes it ideally suited for high resolution reservoir characterization through integration of static and dynamic data. The major advantages of the proposed approach are its simplicity, intuitive appeal and computational efficiency. We demonstrate the power and utility of our method using field examples.

Organizer Alexsandra Martinez

Contact information:


adinorah.martinez@gmail.com


A few slots available for students/unemployed at discounted pricing. Please contact the organizer if you are interested. The slots will be given on a first-come first-serve basis.


 


Sponsored by:


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When?

Thu, Feb. 18, 2016
11:30 a.m. - 1 p.m. US/Central

How Much?

A $5 donation for the SPE-GCS Scholarship Fund has automatically been added to the registration fee. Use OptOut in the Discount Code field if you do not wish to donate at this time.
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Where?

Sullivan's Steakhouse
4608 Westheimer Rd
Houston, Texas 77027
United States

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