Graphical analysis of laminated sand-shale formations in the presence of anisotropic shales

Petrophysics

Volumn 49, Issue 5, 2008, Pages 395-405

  Minh, Chanh Cao ^a   Clavaud, Jean Baptiste ^b   Sundararaman, Padmanabhan ^b   Froment, Serge ^b   Caroli, Emmanuel ^b   Billon, Olivier ^b   Davis, Graham ^b   Fairbairn, Richard ^b  

^a SCHLUMBERGER   (United States)

^b Chevron ^*

Author keywords

Anisotropy; Rh; Rv; Thin sand shale

Indexed keywords

ANISOTROPY; CUSTOMER SATISFACTION; GRAPHIC METHODS; HYDROCARBONS; LAMINATING; MAGNETIC RESONANCE; NUCLEAR MAGNETIC LOGGING; NUCLEAR MAGNETIC RESONANCE; ORGANIC COMPOUNDS; QUALITY ASSURANCE; QUALITY FUNCTION DEPLOYMENT; RESONANCE; SHALE; SOLUTIONS; TOTAL QUALITY MANAGEMENT;

ANALYTICAL SOLUTIONS; DATA OUTLIERS; GRAPHICAL ANALYSIS; GRAPHICAL METHODS; HYDROCARBON POTENTIALS; IMAGING LOGS; INTERACTIVITY; INTERPRETATION METHODS; KEY PARAMETERS; MATHEMATICAL EQUATIONS; MULTIPLE SOLUTIONS; PETROPHYSICS; RH; RV; REGION BOUNDARIES; RESISTIVITY ANISOTROPIES; SENSITIVITY TESTS; SHALE ANISOTROPIES; SHALE FORMATIONS; THIN SAND/SHALE; VISUAL ASSESSMENTS;

QUALITY CONTROL;

EID: 55549143009     PISSN: 15299074     EISSN: None     Source Type: Journal    
DOI: None     Document Type: Conference Paper

References (7)

1. Hagiwara, T., 1997, Macroscopic Anisotropy Approach to Analysis of Thinly Laminated Sand/Shale Sequences: Sensitivity Analysis of Sand Resistivity Estimate and Environmental Corrections, SPE-38669, Society of Petroleum Engineers, paper presented at the SPE Annual Technical Conference and Exhibition, San Antonio, Texas, USA.
2. Klein, J. D., Allen, D., and Martin, P. R., 1997, The Petrophysics of Electrically Anisotropic Reservoirs: The Log Analyst, vol. 38, no. 3, p. 25-36.
3. Mollison, R. A., Scion, J. S., Fanini, O. N., Kriegshäuser, Meyer, W. H., and Gupta, Plc., 1999, A Model for Hydrocarbon Saturation Determination from an Orthogonal Tensor Relationship in Thinly Anisotropic Reservoirs, Paper 00, in 40th Annual Logging Symposium Transactions: Society of Professional Well Log Analysts.
4. Schoen, J. H., Mollison, R. A., Georgi, D. T., 1999, Macroscopic Electrical Anisotropy of Laminated Reservoirs: A Tensor Resistivity Saturation Model, SPE 56509: presented at the SPE Annual Technical Conference and Exhibition, Houston, Texas.
5. Shray, F. and Borbas, T., 2001, Evaluation of Laminated Formations Using Nuclear Magnetic Resonance and Resistivity Anisotropy Measurements, SPE 72370: presented at the SPE Eastern Regional Meeting, Canton, Ohio.
6. Clavaud, J. B., Nelson, R., and Guru, U., 2005, Field Example of Enhanced Hydrocarbon Estimation in Thinly Laminated Formation with a Triaxial Array Induction Tool: a Laminated Sand-Shale Analysis with Anisotropic Shale, Paper WW, in 46th Annual Logging Symposium: Society of Petrophysicists and Well Log Analysts.
7. Cao Minh, C. and Sundararaman, P., 2006, NMR Petrophysics in Thin Sand-Shale Laminations, SPE 102435: Society of Petroleum Engineers, presented at the SPE Annual Technical Conference and Exhibition, San Antonio, Texas.