Numerical Study of The Power Plant Surface Condenser to Prevent High Pressure in Critical Areas

Eky Novianarenti, Ary Bachtiar Khrisna Putra, Setyo Nugroho, Arrad Ghani Safitra, Rini Indarti, Priyambodo Nur Ardi Nugroho, Mohammad Basuki Rahmat

Abstract


A numerical study to reduce the condenser pressure in critical areas of a power plant surface condenser has been carried out. Numerically, effects are considered through a three-dimensional simulation approach. Modifying by adding a guide plate with a three variation of angle, (?) 15?, 30?, 45? in the surface condenser area to reduce the dynamic forces and pressure due to the collision of fluid flow in the critical pipeline without reducing the purpose of the design of shell and tube heat exchanger results in transferring heat. The drag force caused by the interaction of the shear layer with the surface of the body is very undesirable, so that the control of the flow fields is needed, one of which is by optimal angle guide plate of the pipe arrangement in the critical area. This study aims to determine the optimal plate angle to overcome high pressure in the critical area. This research was numerically conducted using 3D CFD ANSYS 14.5 software with a turbulence model using a standard k-? using a pressure-based solution solver. The initial stage takes geometric data on the surface condenser in the design specification as the basis for making the domain and data from before as boundary conditions in the simulation research process. The result is that with the addition of guide plates, the average drag coefficient (Cd) is reduced compared to the average Cd in the baseline conditions and angle variation (?) 15?, 30?, 45? is 0.537; 0.644; 0.446; 0.464. Taking into this aspect, the most optimal plate angle is 30?. The simulation results show that changing the angle of the plate can reduce the Nusselt value than the baseline conditions.


Full Text:

PDF

References


M. M. El-Wakil, Powerplant Technology, McGraw-Hill Book Co, 1985

Haldkar Vikram (Dec 2013) “Parametric analysis of surface condenser for thermal power plant”, Gyan Ganga Institute of Engineering and Technology Jabalpur M P India.

P. Mirzabeygi and C. Zhang, "Three-dimensional numerical model for the two-phase flow and heat transfer in condensers," International Journal of Heat and Mass Transfer, vol. 81, 2014.618-637

Zeng, H., Meng, J. A., and Li, Z., 2012, “Numerical Study of a Power Plant Condenser Tube Arrangement,” Appl. Therm. Eng., 40, pp. 294–303.

NUS Training Corporation, Power Principle, Power Plant Series: Turbine, 1981.

Hitachi Machinery & Engineering, LTD, Instruction Manual of Steam Surface Condenser and Accesories, 1997.

Qiu, Y., Sun, Y., Wu, Y., Tamura, Y., (2014). “Effects of Splitter Plates and Reynolds Number on the Aerodynamic Loads Acting on Circular Cylinder”, Jurnal Wind Engineering, Vol. 127, hal. 40-50

Chakrabarty S.G, (2012), “Flow and Heat Transfer Behaviour Accros Circular Cylinder and Tube Bank With and Without Splitter Plate”, Nagpur India

Hui Zeng, Ji'an Meng, Zhixin Li (2012). “Numerical study of a power plant condenser tube arrangement”, Applied Thermal Engineering, Vol. 40, hal. 294-303.

Vedran Medica-Viola, Branimir Pavkovic, Vedran Mrzljak (2018). “Numerical Model for on-condition monitoring of condenser in coal-fire power plants”, International Journal of Heat and Mass Transfer, Vol. 117, hal. 912-923.

P. Chu, Y.L. He , Y.G. Lei, L.T. Tian, R. Li, (2009), “Three-dimensional numerical study on fin and oval-tube heat exchanger with longitudinal vortex generators”, Appl. Therm. Eng., Vol. 29, hal. 859–876.

Babak Lotfi, Min Zeng, Bengt Sund, Qiuwang Wang, (2014), “3D numerical investigation of flow and heat transfer characteristics in smooth wavy fin-and-elliptical tube heat exchangers using new type vortex generators”, Journal of Energy, Vol. 73, hal. 233-2576.

Zhang, C., 1994, “Numerical Modeling Using a Quasi-Three-Dimensional Procedure for Large Power Plant Condensers,” ASME J. Heat Transfer, 116(1), pp. 180–188

H K Versteeg and W Malalasekera, (2007), An Introduction to Computational Fluid Dynamics The Finite Volume Method, 2nd edition, Pearson Prantice Hall, U.K.

Alam, M.D., Sakamoto. H., Moriya, M., (2003). “Reduction of fluid forces acting on a single circular cylinder and two circular cylinders by using tripping rods”. Jurnal of fluids and structures, Vol. 18, 347-366.




DOI: https://doi.org/10.31284/j.jmesi.2021.v1i2.2317

Refbacks

  • There are currently no refbacks.


Creative Commons License
This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.