Three-dimensional structural model of the Cantarell and Sihil structures, Campeche Bay, Mexico

被引:31
|
作者
Mitra, S [1 ]
Figueroa, GC
Garcia, JH
Alvarado, AM
机构
[1] Univ Oklahoma, Sch Geol & Geophys, Norman, OK 73019 USA
[2] Petr Mexicanos, Campeche, Mexico
关键词
D O I
10.1306/08310403108
中图分类号
P [天文学、地球科学];
学科分类号
07 ;
摘要
The Cantarell and Sihil fields are located in a complex system of compressive structures in the offshore Campeche Bay province in Mexico. The geometry of the Cantarell-Sihil structure varies along trend from a simple fault-related structure in the south to a duplex consisting of the Cantarell and Sihil structures in the central part to a more complex system consisting of compressive blocks separated by Tertiary normal faults in the north. The Cantarell-Sihil structures formed during three main episodes of deformation: (1) Jurassic to Early Cretaceous extension, resulting in the formation of normal faults that displace Tithonian, Kimmeridgian, and Lower Cretaceous units; (2) Miocene compression, during which the Cantarell-Sihil thrust system was formed; and (3) Pliocene to Holocene extension, during which several of the preexisting Jurassic normal faults were reactivated. The Cantarell field produces out of three separate fault-bounded allochthonous blocks: the Akal, Nohoch, and Kutz blocks. The main field is located in the Akal structure. 'Secondary fields in the allochthonous block include Kutz, which formed on the crest of a downthrown fault block, and Nohoch, which formed above a west-vergent backthrust. The recently discovered Sihil field is located in a subthrust-compressive structure and consists of two structural lobes formed above the sub-Sihil fault. The Chac structure is formed at the updip edge of a tilted fault block in the autochthonous block. The detailed three-dimensional structural model is being used for future production of the remaining reserves in the Cantarell field as well as for the delineation of the Sihil field.
引用
收藏
页码:1 / 26
页数:26
相关论文
共 50 条
  • [21] A structural quality evaluation model for three-dimensional simulations
    Kowalczyk, Michal
    Napieralski, Piotr
    OPEN PHYSICS, 2019, 17 (01): : 329 - 333
  • [22] A reduced three-dimensional dynamic structural model for structural health assessment
    White, Luther
    APPLIED MATHEMATICS AND COMPUTATION, 2006, 182 (01) : 572 - 588
  • [23] Three-dimensional structures of gonadotropins
    Lustbader, JW
    Pollak, S
    Lobel, L
    Trakht, I
    Homans, S
    Brown, JM
    Canfield, RE
    MOLECULAR AND CELLULAR ENDOCRINOLOGY, 1996, 125 (1-2) : 21 - 31
  • [24] Three-dimensional structures of laccases
    N. Hakulinen
    J. Rouvinen
    Cellular and Molecular Life Sciences, 2015, 72 : 857 - 868
  • [25] The Three-Dimensional Structures of Amyloids
    Riek, Roland
    COLD SPRING HARBOR PERSPECTIVES IN BIOLOGY, 2017, 9 (02):
  • [26] Three-Dimensional Structures of Galectins
    Kamitori, Shigehiro
    TRENDS IN GLYCOSCIENCE AND GLYCOTECHNOLOGY, 2018, 30 (172) : SJ1 - SJ10
  • [27] Three-dimensional structures of laccases
    Hakulinen, N.
    Rouvinen, J.
    CELLULAR AND MOLECULAR LIFE SCIENCES, 2015, 72 (05) : 857 - 868
  • [28] Three-dimensional numerical model for the analysis of earth retaining structures
    Vaziri, H.H.
    Canadian Geotechnical Conference, 1991, (pt 1): : 1 - 23
  • [29] THREE-DIMENSIONAL STRUCTURAL ANALYSIS
    Bloch, Jean-Francis
    du Roscoat, Sabine Rolland
    ADVANCES IN PULP AND PAPER RESEARCH, OXFORD 2009, VOLS 1-3, 2009, : 599 - +
  • [30] Three-dimensional structures of sulfatases
    Ghosh, D
    PHASE II CONJUGATION ENZYMES AND TRANSPORT SYSTEMS, 2005, 400 : 273 - +