Numerical methods

Lizeth Paola Barrero Riaño Petroleum Enginnering Industrial University of Santander 2010

Overall , the model can be represented by the functional relationship of the form: Dependent = f (independent variables, parameters, force functions ) variables

Where: Q = Volumetric flow rate (m3/s or ft3/s), A = Flow area perpendicular to L (m2 or ft2), K = Hydraulic conductivity (m/s or ft/s), l = Flow path length (m or ft), h = Hydraulic head (m or ft), and D = Denotes the change in h over the path L.

The hydraulic head at a specific point, h is the sum of the pressure head and the elevation, or Where: p = water pressure (N/m 2 , lb/ft 2 ), r = water density (kg/m 3 ), g = water specific weight (lb/ft 3 ), g = acceleration of gravity (m/s 2 or ft/s 2 ), and z = elevation (m or ft). ,[object Object],[object Object]

CHAPRA, Steven. Métodos números para ingenieros. Third edition . McGraw-Hill Editorial. 2000 Article : Conceptos básicos de modelación matemática y simulación computacional de sistemas biológicos una herramienta útil para la docencia y la investigación. Authors: Alejandro Pelaez and Sergio Mejia. CES Odontología Magazine Vol. 3 No 1.2000 http://bioen.okstate.edu/Darcy/LaLoi/basics.htm

Numerical methods

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