Phytoplankton community and their correlative environmental factors in Shiyan Reservoir and Tiegang Reservoir in shenzhen

Fu, Guiping; Ning, Kaile; Zhang, Jiahong; Luo, Wenhuai; Hu, Zhangli

doi:10.3724/sp.j.1249.2014.04428

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“…These models were transformed and solved in Laplace space and their real space solutions were then obtained by the Stehfest numerical inversion. Other literature [4,5] established the well-test analysis model of the linearly composite hydrocarbon reservoir and the percolation model of the composite system within two linear regions. Both models considered the skin effect, the effect of well-bore storage, and the closed outer boundary condition.…”

Section: Introductionmentioning

confidence: 99%

Similar Constructive Method of Solution for the Nonlinear Percolation Model in Composite Reservoir

Zhang

Bao

et al. 2014

AMM

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This paper presents a percolation model for the composite reservoir, in which quadratic-gradient effect, well-bore storage, effective radius and three types of outer boundary conditions: constant pressure boundary, closed boundary and infinity boundary are considered. With Laplace transformation, the percolation model was linearized by the substitution of variables and obtained a boundary value problem of the composite modified zero-order Bessel equation. Using the Similar Constructive Method this method, we can gain the distributions of dimensionless reservoir pressure for the composite reservoirs in Laplace space. The similar structures of the solutions are convenient for analyzing the influence of reservoir parameters on pressure and providing significant convenience to the programming of well-test analysis software.

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Section: Introductionmentioning

confidence: 99%

Phytoplankton community and their correlative environmental factors in Shiyan Reservoir and Tiegang Reservoir in shenzhen

Cited by 1 publication

References 0 publications

Similar Constructive Method of Solution for the Nonlinear Percolation Model in Composite Reservoir

Similar Constructive Method of Solution for the Nonlinear Percolation Model in Composite Reservoir

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