Reservoir Engineering–General - Further Discussion on a Mathematical Model for Water Movement about Bottom-Water-Drive Reservoirs

The American Institute of Mining, Metallurgical, and Petroleum Engineers
J. E. Warren
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The American Institute of Mining, Metallurgical, and Petroleum Engineers
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2
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Abstract

The mathematical problem considered by the author1 can be given another physical interpretation which is of some practical significance. The alternative physical problem involves the approximate behavior of a single well which is producing at a constant rate through an axially symmetric, horizontal fracture of infinite flow capacity which is located at the center, top or bottom of a uniformly thick, horizontal, homogeneous, anisotropic reservoir of infinite lateral extent which contains a single, slightly compressible fluid. Using Coats' asymptotic results, the wellbore pressure in the fractured system is given by the following equation.
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APA: J. E. Warren  Reservoir Engineering–General - Further Discussion on a Mathematical Model for Water Movement about Bottom-Water-Drive Reservoirs

MLA: J. E. Warren Reservoir Engineering–General - Further Discussion on a Mathematical Model for Water Movement about Bottom-Water-Drive Reservoirs. The American Institute of Mining, Metallurgical, and Petroleum Engineers,

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