Abstract
Water or air-water bubble flow passing through tube bundle can be seen in many industrial equipments such as heat exchanger and chemical equipment. In addition, tube bundle can be used as a flow-straightener, -mixer, -resistor, and -damping device. In this study, the effects of tube arrangement of equally or unequally spaced in-line and staggered tube bundle and of void fraction on the flow characteristics such as flow pattern and flow resistance of a tube or tube bundle are examined experimentally.
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1 Introduction
Tube bundle is used widely in many industrial fields such as heat exchanger, chemical equipment, flow-straightener, -mixer, -resistor and -damping device. There are many studies on the improvement of performance but almost all are for equally spaced tube bundle [1, 2]. It is expected that using the tube bundle with an unequal interval the flow and heat transfer characteristics are changed and the performance will be improved. Shakouchi et al. [3] studied the flow and heat transfer of gas-liquid flow passing through a single row tube bundle with unequal interval tube pitch and showed the heat transfer efficiency of an uneaqul interval could be enhanced.
In this study, the effects of tube arrangement of equally or unequally spaced in-line and staggered tube bundle and of void fraction on the flow characteristics are examined by flow visualization using tracer method, velocity measurement by Particle Image Velocimetry, PIV, and the flow resistance of a tube and tube bundle are also examined by pressure measurement.
2 Experimental Apparatus and Procedure
Figure 1 shows the schematic diagram of experimental apparatus, test section. The test section is made of transparent acrylic resin plate and is set vertically. The width, depth and length of the test section are D = 90.0, H = 45.0, and L = 1,520 mm, respectively. The tube bundle is consisted of 5 rows and 9 lines of tube of diameter d = 15.0 mm. The pitch of tube is equal interval of p/d = 1.5, and unequal interval of p/d = 1.33, 1.17 which were realized by moving odd numbered rows.
Water or air-water bubble flow introduces into the test section from the bottom after passing through the inlet flow passage with an enough length. The volumetric flow rate of water or air can be adjusted using flow meter and valve (Fig. 2).
A tube has a pressure hole of diameter 0.8 mm at the half depth and which can be rotated around its own axis. Then the pressure around the tube can be measured. The pressure loss Δp tl of the tube bundle was measured by the pressure holes which were located on the middle depth of the side wall of the trst section at the up- and down-stream of distance 5d and 27d from the first row, respectively.
The visualized flow pattern by a Tracer method was photographed by a high speed video camera. The velocity distribution was measured by Particle Image Velocimetry, PIV, and pressure was measures by pressure hole of diameter 0.8 mm and liquid column manometer or semi-conductor type pressure transducer.
3 Results and Discussions
3.1 Flow Pattern and Velocity Distribution
Figure 3 shows an example of the visualized flow pattern around the 1st to 2nd rows of staggered tube bundle with equal interval of p/d = 1.5 where are in the center region of the test section and velocity distribution around the 1st and 2nd tubes measured by PIV. The white part in the figure are path of air bubbles. The mean bubble size is d b ≈ 2.5 mm. Behind the 1st row tube there is a wake region and bubbles collide near the stagnation points of 1st and 2nd row tubes. The flow pattern for unequal interval of p/d = 1.17 was largely different with the equal interval of p/d = 1.5. The flow seemed to be hard to flow between the 1st and 2nd row tubes.
3.2 Flow Resistance of Tube and Tube Bundle
3.2.1 Drag of Tube
Figures 4a shows the drag Dr of the center tube for the in-line, Re = 5.0 × 103, and α = 0%. Dr was obtained from the pressure distribution around the tube. For equal interval of p/d = 1.5 the 1st tube has a large value, but after the 3rd tube Dr increases a little to the downstream. But, for unequal interval of p/d = 1.33, 1.17, Dr of the even numbered tube is smaller than the tube just before because it is in the wake region of the tube just before. Figure 4b is the results for staggered array. Dr for p/d = 1.17 fluctuates much larger than the in-line array. For bubble flow of α = 5.0% of the in-line and staggered arrays, Dr for each p/d showed almost the same change although the value was a little different.
3.2.2 Pressure Loss ΔP tl of Tube Bundle
Figure 5a, b show the pressure loss ΔP tl of the tube bundle of the in-line array for Re and α, respectively. For α = 0%, ΔP tl increases with Re rapidly and is almost the same regardless of p/d. But, for the bubble flow ΔP tl of p/d = 1.17 becomes a smaller than the others. For example, at α = 0, 10% for p/d = 1.17 it is smaller about 10, 8% than the others, respectively.
Figure 6a, b show ΔP tl of the staggered for Re and α, respectively. ΔP tl increases with Re and the p/d = 1.17 is much larger than the others. For example, at Re = (5.0–7.5) × 103 it is about twice of the others. ΔP tl for bubble flow at Re = 5.0 × 103 is almost constant for α = 0–10.0%, but the p/d = 1.17 is about twice of the others.
3.3 Flow Fluctuation
Figure 7 is the power spectral density of the pressure fluctuation at the center between the 2nd and 3rd tubes for the staggered, Re = 5.0 × 103, α = 5.0%. Two dominant frequencies of f d = 1.0 and 2.0 Hz are appeared. For α = 0%, the 2nd dominant frequency of f d = 2.0 Hz did not appear.
For the in-line and α = 0%, two dominat frequency of f d = 1.0 and 3.0 Hz, and for α = 5.0% two f d of 1.0 and 2.0 are appeared. The fluctuation characteristics are different by the arrangement of tube bundle and void fraction.
4 Conclusions
In this study, the effects of tube arrangement with an equal or unequal interval of the tube bundle and of void fraction on the flow characteristics were examined.
The pressure loss ΔP tl of the tube bundle for the in-line and α = 0% was independent of p/d, but for bubble flow of Re = 5.0 × 103 the p/d = 1.17 was about 10% smaller ΔP tl than the others. ΔP tl for the staggered of p/d = 1.17 was about twice of the others. The dominat frequency of flow fluctuation was in the range of f d = 1.0–3.0 Hz, and the fluctuation characteristics were different by the arrangement of tube bundle and void fraction.
References
Buyruk E (1999) Heat transfer and flow structures around circular cylinders in cross-flow. J Eng Environ Sci 23:299–315
Noghrehkar GR et al (1999) Investigation of two-phase flow regimes in tube bundles under cross flow conditions. Int J Multiph Flow 25(5):857–874
Shakouchi T et al (2010) Flow and heat transfer of gas-liquid two-phase flow through a single row tube bundle (effects of unequal space pipe pitch arrangement). Jpn J Multiph Flow 23(5):555–561
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© 2019 Springer Nature Singapore Pte Ltd.
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Shakouchi, T., Kitamura, T., Tsujimoto, K., Ando, T. (2019). Interaction Between Water or Air-Water Bubble Flow and Tube Bundle—Effects of Arrangement of Tube Bundle and Void Fraction. In: Zhou, Y., Kimura, M., Peng, G., Lucey, A., Huang, L. (eds) Fluid-Structure-Sound Interactions and Control. FSSIC 2017. Lecture Notes in Mechanical Engineering. Springer, Singapore. https://doi.org/10.1007/978-981-10-7542-1_17
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DOI: https://doi.org/10.1007/978-981-10-7542-1_17
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