Plane, transverse MHD flow through a porous structure is considered in this work. Solution to the governing equations is obtained using an inverse method in which the streamfunction of the flow is considered linear in one of the space variables. Expressions for flow quantities are obtained for finitely conducting and infinitely conducting fluids.
The main goal of this research is to evaluate the artificial systems used to produce oil through the machine learning technique with the purpose of selecting a single optimal SLA of section 66 of the Gustavo Galindo Velasco oilfield, to increase production, improve operations, reduce the risks of losses and evaluate the viability and feasibility of the proposal. The present work is based on a descriptive, quantitative and comparative investigation of the different methods of artificial lifting with which it is being produced in the GGV oilfield "section 66". Theoretical research is necessary for the collection of information on the SLAs by BM, HL and plunger or SW. The prediction of the decision tree algorithm gives as a result that the optimal artificial lift system to be implemented in the entire section 66 is mechanical pumping, because the wells that operate with this system obtained a higher production rate during the 2016-2020 period in comparison. to the wells that produce with other artificial lift systems, and in turn generated lower operating and maintenance costs because the interventions carried out inthe wells are low cost, in addition money is saved in fuel, grease, lubricants and spare parts .
Gravity-driven flow through an inclined channel over a semi-infinite porous layer is considered in order to obtain a modification to the usual Beavers and Joseph slip condition that is suitable for this type of flow. Expressions for the velocity, shear stress, volumetric flow rates, and pressure distribution across the channel are obtained together with an expression for the interfacial velocity. In the absence of values for the slip parameter when the flow is over a Forchheimer porous layer, this work provides a relationship between the slip parameters of the Darcy and Forchheimer layers. Expressions for the interfacial velocities in both cases are obtained. This original work is intended to provide baseline analysis and a benchmark with which more sophisticated types of flow, over porous layers in an inclined domain can be compared.
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