Integrated Approach to Drilling Project in Unconventional Reservoir Using Reservoir Simulation

• Published in: E3S Web of Conferences Vol. 35; p. 1002
• Main Authors: Stopa, Jerzy, Wiśniowski, Rafał, Wojnarowski, Paweł, Janiga, Damian, Skrzypaszek, Krzysztof
• Format: Journal Article Conference Proceeding
• Language: English
• Published: Les Ulis EDP Sciences 01.01.2018
• Subjects: Computer simulation; Drainage measurement; Drilling; Dynamic models; Gas production; Hydraulic fracturing; Numerical analysis; numerical simulation; Oil and gas fields; Optimization; Permeability; Reservoirs; Shale; Shale gas; shale reservoir; Stimulation; Wells
• ISSN: 2267-1242; 2555-0403; 2267-1242
• DOI: 10.1051/e3sconf/20183501002

Accumulation and flow mechanisms in unconventional reservoir are different compared to conventional. This requires a special approach of field management with drilling and stimulation treatments as major factor for further production. Integrated approach of unconventional reservoir production optimization assumes coupling drilling project with full scale reservoir simulation for determine best well placement, well length, fracturing treatment design and mid-length distance between wells. Full scale reservoir simulation model emulate a part of polish shale – gas field. The aim of this paper is to establish influence of technical factor for gas production from shale gas field. Due to low reservoir permeability, stimulation treatment should be direct towards maximizing the hydraulic contact. On the basis of production scenarios, 15 stages hydraulic fracturing allows boost gas production over 1.5 times compared to 8 stages. Due to the possible interference of the wells, it is necessary to determine the distance between the horizontal parts of the wells trajectories. In order to determine the distance between the wells allowing to maximize recovery factor of resources in the stimulated zone, a numerical algorithm based on a dynamic model was developed and implemented. Numerical testing and comparative study show that the most favourable arrangement assumes a minimum allowable distance between the wells. This is related to the volume ratio of the drainage zone to the total volume of the stimulated zone.