NUMERICAL ANALYSIS OF THE INFLUENCE OF THE VORTEX SHEDDER SHAPE ON THE CREATION OF VON KARMAN VORTEX STREET
Keywords:
vortex flowmeter, flow around vortex shedderAbstract
The paper presents the numerical analysis of the impact of chosen surfaces of a vortex shedder on selected parameters of the vortex flowmeter. In order to determine the effect of the shape of vortex shedder on the type of generated vortices, simulations for different flow velocities were carried out.
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References
1. Asyikin M.T. 2012. CFD Simulation of Vortex Induced Vibration of a Cylindrical Structure, Norwegian University of Science and Technology.
2. Bimbato A. M., Pereira L. A., Hirata M. H. 2011 Study of the vortex shedding flow around a body near a moving ground. J. Wind Eng. Ind. Aerodyn. 99, pp. 7–17.
3. Butt U. Egbers C. 2013. Aerodynamic Characteristics of Flow over Circular cylinders with patterned surface, J. Materials, Mechanics, Manufacturing, vol 1, No. 2.
4. Gandhi B.K., Singh S.N., Seshadri V., Singh J. 2004. Effect of bluff body shape on vortex flow meter performance, Indian J. of Eng. & Materials Sciences, 11, pp. 378-384
5. Nyein S. M., Xu H. 2016. Numerical Analysis and Optimization on Vortex Shedder by the Linearity of Strouhal Number against Reynold Number, Int. J. of Materials, Mechanics and Manufacturing, Vol. 4.
6. Mallick M., Kumar A. 2014. Study on Drag Coefficient for the Flow Past a Cylinder, Int. J. of Civil Eng. Research. Vol. 5, No. 4, pp. 301-306
7. Pankanin G. 2005.The Vortex Flowmeter – various methods of investigating phenomena, Measurement Science and Technology, Vol. 16.
8. Pankanin G., Berliński J., Chmielewski R., 2005. Analytical Modelling of Karman Vortex Street, Metrology and Measurement Systems, Vol. 12.
9. Purna M., Arya L., Nageswari K. L. 2016. Design and Analysis of Various Bluff Objects for Vortex flow meters, Int. J. of Emerging Tech. and Advanced Eng., Vol. 6.
10. Venugopal A., Agrawal A., Prabhu S.V. 2011. Review on vortex flowmeter—Designer perspective, Sensors and Actuators A Physical, India.
11. Younis B.A., Przulji V.P. 2006. Computation of turbulent vortex shedding, Computational Mechanics, Vol. 37, pp. 408–425.
12. Release 15.0 (2013, November). Ansys Fluent Theory Guide. ANSYS, Inc.
2. Bimbato A. M., Pereira L. A., Hirata M. H. 2011 Study of the vortex shedding flow around a body near a moving ground. J. Wind Eng. Ind. Aerodyn. 99, pp. 7–17.
3. Butt U. Egbers C. 2013. Aerodynamic Characteristics of Flow over Circular cylinders with patterned surface, J. Materials, Mechanics, Manufacturing, vol 1, No. 2.
4. Gandhi B.K., Singh S.N., Seshadri V., Singh J. 2004. Effect of bluff body shape on vortex flow meter performance, Indian J. of Eng. & Materials Sciences, 11, pp. 378-384
5. Nyein S. M., Xu H. 2016. Numerical Analysis and Optimization on Vortex Shedder by the Linearity of Strouhal Number against Reynold Number, Int. J. of Materials, Mechanics and Manufacturing, Vol. 4.
6. Mallick M., Kumar A. 2014. Study on Drag Coefficient for the Flow Past a Cylinder, Int. J. of Civil Eng. Research. Vol. 5, No. 4, pp. 301-306
7. Pankanin G. 2005.The Vortex Flowmeter – various methods of investigating phenomena, Measurement Science and Technology, Vol. 16.
8. Pankanin G., Berliński J., Chmielewski R., 2005. Analytical Modelling of Karman Vortex Street, Metrology and Measurement Systems, Vol. 12.
9. Purna M., Arya L., Nageswari K. L. 2016. Design and Analysis of Various Bluff Objects for Vortex flow meters, Int. J. of Emerging Tech. and Advanced Eng., Vol. 6.
10. Venugopal A., Agrawal A., Prabhu S.V. 2011. Review on vortex flowmeter—Designer perspective, Sensors and Actuators A Physical, India.
11. Younis B.A., Przulji V.P. 2006. Computation of turbulent vortex shedding, Computational Mechanics, Vol. 37, pp. 408–425.
12. Release 15.0 (2013, November). Ansys Fluent Theory Guide. ANSYS, Inc.
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Published
2017-09-25
How to Cite
Rzasa, M. R., & Czapla-Nielacna, B. (2017). NUMERICAL ANALYSIS OF THE INFLUENCE OF THE VORTEX SHEDDER SHAPE ON THE CREATION OF VON KARMAN VORTEX STREET. METHODS AND DEVICES OF QUALITY CONTROL, (2(39), 117–125. Retrieved from https://mpky.nung.edu.ua/index.php/mpky/article/view/417
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MATHEMATICAL MODELLING FOR THE UNDESTROYED CONTROL PROBLEMS
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