Simulation and characterization of the effect of an eccentric pipe in a cross flow turbine

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Date

2013-01

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Addis Ababa University

Abstract

In this research a typical practical T15-300a type cross flow turbine is used as a model and four different eccentric pipe diameters are used to numerically simulate and characterize their effect on the fluid flow inside the turbine at three different guide valve angle position. Also a specific flow parameter is taken from a practical site survey at Janbaria river, a tributary of Kesem river, in Amhara Region; for all models. Totally twelve model cases are used for simulation purpose. The T15-300a model is drawn using a SOLIDWORKS 2012 student version package to give the physical model. A student version software package of GAMBIT and FLUENT software is used to analyze the numerical simulation for all the models developed initially in SOLIDWORKS software. Using the numerical simulation results obtained on contours of static pressure, contours of dynamic pressure, contours of velocity magnitude, contours of radial velocity and velocity vectors colored by static pressure and velocity magnitude inside the fluid interior for all models are compared and analyzed. In this specific paper a Cartesian coordinate system is used for numerical modeling of the cases and simulates and analyzes the result. As the simulation result show, when increasing the eccentric pipe diameter at any guide valve position has an effect of decreasing most of the flow parameters such as static pressure, dynamic pressure, velocity magnitude and radial velocity. Also as obtained from velocity vectors diagram increasing the eccentric pipe diameter has an effect of diverting the fluid entering to the second stage of crossed flow. Totally increasing an eccentric pipe diameter decreases the hydraulic energy inside the fluid interior for the given flow parameter, which implies that the hydraulic energy changed to some other energy form, in our case to mechanical power as obtained result from print result values of force moments.

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Mechanical Design Stream

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