PDF
Abstract
The size of impeller reflux holes for centrifugal pump has influence on the pressure distribution of front and rear shrouds and rear pump chamber, as well as energy characteristics of whole pump and axial force. Low specific-speed centrifugal pump with Q=12.5 m3/h, H=60 m, n=2950 r/min was selected to be designed with eight axial reflux balance holes with 4.5 mm in diameter. The simulated Q-H curve and net positive suction head (NPSH) were in good agreement with experimental results, which illustrated that centrifugal pump with axial reflux balance holes was superior in the cavitation characteristic; however, it showed to little superiority in head and efficiency. The pressure in rear pump chamber at 0.6 times rate flow is 29.36% of pressure difference between outlet and inlet, which reduces to 29.10% at rate flow and 28.33% at 1.4 times rate flow. As the whole, the pressure distribution on front and rear shrouds from simulation results is not a standard parabola, and axial force decreases as flow rate increases. Radical reflux balance holes chosen to be 5.2 mm and 5.9 mm in diameter were further designed with other hydraulic parts unchanged. With structural grids adopted for total flow field, contrast numerical simulation on internal flow characteristics was conducted based on momentum equations and standard turbulence model (κ-ɛ). It is found that axial force of pump with radical reflux balance holes of 5.2 mm and 5.9 mm in diameter is significantly less than that with radical reflux balance holes of 4.5 mm in diameter. Better axial force balance is obtained as the ratio of area of reflux balance holes and area of sealing ring exceeds 6.
Keywords
centrifugal pump
/
low specific-speed
/
radical reflux balance holes
/
numerical simulation
/
pressure gradient
/
axial force
Cite this article
Download citation ▾
Wei-dong Cao, Xun Dai, Qi-xiang Hu.
Effect of impeller reflux balance holes on pressure and axial force of centrifugal pump.
Journal of Central South University, 2015, 22(5): 1695-1706 DOI:10.1007/s11771-015-2688-2
| [1] |
GuanX-fanModern pumps theory and design [M], 2011, Beijing, Chinese Astronautics Press
|
| [2] |
LuW-g, ZhangJ-f, YuanS-qi. A new method to axial thrust self-balance for centrifugal pump impeller [J]. Chinese Mechanical Engineering, 2007, 18(17): 2037-2040
|
| [3] |
GülichJ FCentrifugal pumps [M], 2008, Berlin, Springer
|
| [4] |
БаибаковО В, ВинокуроваzА Ф, WangR-jie. Axial force of peripheral pump [J]. Journal of Nanchang University: Engineering Science Edition, 198174-78
|
| [5] |
LuW-g, LiQ-f, ShiW-d, WangH-liang. Experiment for axial thrust of shortened impeller back shroud [J]. Drainage and Irrigation Machinery, 2008, 26(1): 1-6
|
| [6] |
LiW, ShiW-d, JiangX-p, WangZ, KongF-yu. Balancing devices research on canned motor pump [J]. Transactions of the Chinese Society of Agricultural Engineering, 2002, 28(7): 86-90
|
| [7] |
XuJ-lin. A formula for determination of axial force and a design method of back blade in centrifugal pump [J]. Journal of Gansu University of Technology, 1989, 15(4): 8-16
|
| [8] |
LiuZ-l, WangB-m, LiangSe. Experimental study on the pressure in the balance cavity of floating impeller [J]. Drainage and Irrigation Machinery, 2007, 25(4): 6-8
|
| [9] |
MaX-d, WuD-z, WangL-qin. Design and analysis of axial thrust balancing device for multistage centrifugal pumps [J]. Transactions of the Chinese Society of Agricultural Engineering, 2010, 26(8): 108-112
|
| [10] |
LiQ-f, LiuZ-l, LiR-n, ChenY-fu. Theoretical research the balancing axial thrust by increasing the back sealing ring of the impeller [J]. Drainage and Irrigation Machinery, 2004, 22(4): 1-2
|
| [11] |
KalinichenkoP M, SuprunA V. Effective modes of axial balancing of centrifugal pump rotor [J]. Procedia Engineering, 2012, 39: 111-118
|
| [12] |
KalinichenkoP M, SuprunA V. Axial relief of a rotor of the centrifugal pump by a throttling barrier [J]. Naukovi visti NTUU - KPI, 2010, 2010(6): 84-89
|
| [13] |
LiuZ-lunTheory analysis about axial force of centrifugal pump with floating impeller and self-poise ability [D], 2006, Lanzhou, Lanzhou University of Technology
|
| [14] |
XingL-binTheoretical analysis for balancing principle of new axial force balancing device [D], 2004, Lanzhou, Lanzhou University of Technology
|
| [15] |
CaoW-d, ZhangX-d, ShiW-dong. Pressure fluctuation performance of low specific-speed centrifugal pump with radial reflux balance hole [J]. Advances in Science and Technology of Water Resources, 2011, 31(5): 24-26
|
| [16] |
LuW-g, ZhangQ-h, ShiW-dong. Axial force balance method of rod type deep well submersible pump [J]. Transactions of the Chinese Society of Agricultural Machinery, 2006, 37(11): 195-197
|
| [17] |
LiuZ-l, DongW, ZhangN, WuJiao. Calculation and validation of fluid pressure of balance cavity in centrifugal pump [J]. Transactions of the Chinese Society of Agricultural Engineering, 2013, 29(20): 54-59
|
| [18] |
LinW, GaoL-f, ShaYi. Development of centrifugal pump ns=185 and experimental study for influence of balance holes on pump performance [J]. Pump Technology, 201320-22
|
| [19] |
ShaY-j, LiuS-h, WuY-l, WangB-gang. Influence of balancing holes on performances of the high-temperature and high-pressure centrifugal pump[J]. Journal of Hydroelectric Engineering, 2012, 31(6): 259-264
|
| [20] |
LuX, FanZ-l, XueJ-xin. Experimental study for axial force of single-stage single-suction centrifugal pump [J]. Pump Technology, 19983-9
|
| [21] |
LiuZ-l, WangD-w, LiangSen. Fluid leakage characteristic test on balance aperture of centrifugal pump impeller [J]. Transactions of the Chinese Society of Agricultural Machinery, 2012, 43(7): 85-88
|
| [22] |
CaoW-d, ZhangX-d, GaoY, WangX-lan. Cavitation performance of the low specific-speed centrifugal pump with radial reflux balance hole [J]. Transactions of the Chinese Society for Agricultural Machinery, 2012, 43(1): 37-41
|
| [23] |
ChenB, ZhangH, ShiW-dong. PIV Experimental study on flow field in submersible sewage pump with low specific speed [J]. Journal of Drainage and Irrigation Machinery Engineering, 2013, 31(7): 575-579
|
| [24] |
WangF-junComputational fluid dynamics analysis — CFD principles & application [M], 2004, Beijing, Tsinghua University Press
|