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pro vyhledávání: '"Randy D. Hazlett"'
Autor:
Lei Wang, Nurzhan Yessenbayev, Xinchuang Yan, Iliyas Sarmalayev, Minsu Cha, Dichuan Zhang, Randy D. Hazlett
Publikováno v:
Petroleum Research, Vol 9, Iss 3, Pp 359-368 (2024)
Karaganda Coal Basin bears the largest undeveloped reserve of coalbed methane (CBM) in Kazakhstan, which lacks water resources for implementing large-volume hydraulic fracturing. Cryogenic fracturing utilizing liquid nitrogen (LN2) has been trialled
Externí odkaz:
https://doaj.org/article/1a0b965bf6354c279b95cbec3ff4364d
Publikováno v:
Advances in Geo-Energy Research. 6:531-534
Publikováno v:
Fuel. 346:128267
Publikováno v:
SSRN Electronic Journal.
Publikováno v:
Applied Energy. 247:190-211
Carbon dioxide enhanced oil recovery (EOR) has been proved to effectively reduce CO2 emissions by storing industrial CO2 underground while increasing oil production. An integrated assessment model was developed to evaluate the technical and economic
Publikováno v:
Négociations. :75-100
In this paper, we identify a type of negotiation beyond the well-documented distributive and integrative categories in which the negotiators transcend the transaction and break away from the paradigms of individualism, which dictates that the only po
Autor:
D. Krishna Babu, Randy D. Hazlett
Publikováno v:
SPE Journal. 23:906-918
Summary We present two easily computable, equally valid, semianalytic, single-phase, constant-rate solutions to the diffusivity equation for an arbitrarily oriented uniform-flux line source in a 3D, anisotropic, bounded system in Cartesian coordinate
Autor:
Oluwanifemi Akinluyi, Randy D. Hazlett
Publikováno v:
SPE Journal. 23:625-639
Summary Production from liquid-rich shale has become an important contributor to US production, but recovery factors are low. Enhanced-oil-recovery (EOR) methods require injectivity and interwell communication on reasonable time scales. Herein, we in
Publikováno v:
SPE Journal. 22:1609-1623
Summary A highly accurate and efficiently computable analytical solution to the diffusivity equation is presented for modeling fluid flow into a 3D, arbitrarily oriented plane sink within a box-shaped, anisotropic medium with Neumann boundary conditi
Autor:
Yiteng Zhang, Randy D. Hazlett
Publikováno v:
Journal of Computational and Applied Mathematics. 307:65-71
Material transport is anticipated between adjacent porous media in capillary contact for which we have independent Neumann function solutions to either Poisson's Equation or the Heat Equation. These solutions can be extended by opening the boundary u