Improved technique for stochastic interpolation of reservoir properties

Scott Painter; Lincoln Paterson; Peter Boult

Improved technique for stochastic interpolation of reservoir properties

Scott Painter, Lincoln Paterson, Peter Boult

Research output: Contribution to conference › Paper › peer-review

5 Scopus citations

Abstract

Stochastic interpolation methods for generating input for reservoir simulations require accurate models for spatial variability. New models based on fractional Levy motion, a generalization of fractional Brownian motion, have strong empirical support. Stochastic interpolations based on the Levy model have a higher degree of spatial variability compared to Gaussian fractals. In two-dimensional waterflood simulations, the breakthrough curves for the Levy interpolation method are better clustered around predicted production behavior based directly on outcrop data.

Original language	English
Pages	745-754
Number of pages	10
State	Published - 1995
Externally published	Yes
Event	Proceedings of the 1995 SPE Annual Technical Conference and Exhibition - Dallas, TX, USA Duration: Oct 22 1995 → Oct 25 1995

Conference

Conference	Proceedings of the 1995 SPE Annual Technical Conference and Exhibition
City	Dallas, TX, USA
Period	10/22/95 → 10/25/95

Cite this

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title = "Improved technique for stochastic interpolation of reservoir properties",

abstract = "Stochastic interpolation methods for generating input for reservoir simulations require accurate models for spatial variability. New models based on fractional Levy motion, a generalization of fractional Brownian motion, have strong empirical support. Stochastic interpolations based on the Levy model have a higher degree of spatial variability compared to Gaussian fractals. In two-dimensional waterflood simulations, the breakthrough curves for the Levy interpolation method are better clustered around predicted production behavior based directly on outcrop data.",

author = "Scott Painter and Lincoln Paterson and Peter Boult",

year = "1995",

language = "English",

pages = "745--754",

note = "Proceedings of the 1995 SPE Annual Technical Conference and Exhibition ; Conference date: 22-10-1995 Through 25-10-1995",

}

TY - CONF

T1 - Improved technique for stochastic interpolation of reservoir properties

AU - Painter, Scott

AU - Paterson, Lincoln

AU - Boult, Peter

PY - 1995

Y1 - 1995

N2 - Stochastic interpolation methods for generating input for reservoir simulations require accurate models for spatial variability. New models based on fractional Levy motion, a generalization of fractional Brownian motion, have strong empirical support. Stochastic interpolations based on the Levy model have a higher degree of spatial variability compared to Gaussian fractals. In two-dimensional waterflood simulations, the breakthrough curves for the Levy interpolation method are better clustered around predicted production behavior based directly on outcrop data.

AB - Stochastic interpolation methods for generating input for reservoir simulations require accurate models for spatial variability. New models based on fractional Levy motion, a generalization of fractional Brownian motion, have strong empirical support. Stochastic interpolations based on the Levy model have a higher degree of spatial variability compared to Gaussian fractals. In two-dimensional waterflood simulations, the breakthrough curves for the Levy interpolation method are better clustered around predicted production behavior based directly on outcrop data.

UR - https://www.scopus.com/pages/publications/0029480711

M3 - Paper

AN - SCOPUS:0029480711

SP - 745

EP - 754

T2 - Proceedings of the 1995 SPE Annual Technical Conference and Exhibition

Y2 - 22 October 1995 through 25 October 1995

ER -

Improved technique for stochastic interpolation of reservoir properties

Abstract

Conference

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