|
1. Bertola, Modelling and experimentation in two-phase flow. 2003. 2. Shearer Peter, M., Introduction To Seismology 2. 2009, Cambridge: Cambridge University Press. 3. Energy, M.o., How big are earthquakes? 2006. 4. O.C. Jones Jr, N.Z., The Interrelation between Void Fraction Fluctuations and Flow Patterns in Two-Phase Flow. International Journal of Multiphase Flow, 1975: p. 273-306. 5. K. Mishima, T.H., H. Nishihara, Some Characteristics of Gas-Liquid Flow in Narrow Rectangular Ducts. International Journal of Multiphase Flow, 1993. 19: p. 115-124. 6. T. Wilmarth, M.I., Two-Phase Flow Regimes in Narrow Rectangular Vertical and Horizontal Channels. International Journal of Heat and Mass Transfer, 1994. 37: p. 1749-1758. 7. T. Hibiki, K.M., Flow regime transition criteria for upward two-phase flow in vertical narrow rectangular channels. Nuclear Engineering and Design, 2001: p. 117-131. 8. D. Ito, H.K., M. Aritomi, Micro wire-mesh sensor for two-phase flow measurement in a rectangular narrow channel. Flow Measurement and Instrumentation, 2011: p. 377-382. 9. R. Zboray, I.M., V. Dangendorf, M. Stark, K. Tittelmeier, M. Cortesi, R. Adams High-frame rate imaging of two-phase flow in a thin rectangular channel using fast neutrons. Applied Radiation and Isotopes, 2014: p. 122-131. 10. Zboray, R., et al., Time-resolved fast neutron radiography of air-water two-phase flows. Physics Procedia, 2015. 69: p. 551-555. 11. Fu, Y. and Y. Liu, Experimental study of bubbly flow using image processing techniques. Nuclear Engineering and Design, 2016. 310: p. 570-579. 12. Taitel, Y., D. Bornea, and A. Dukler, Modelling flow pattern transitions for steady upward gas‐liquid flow in vertical tubes. AIChE Journal, 1980. 26(3): p. 345-354. 13. A. Ohnuki, H.A., Experimental Study on Transition of Flow Pattern and Phase Distribution in Upward Air–Water Two-Phase Flow along a Large Vertical Pipe. International Journal of Multiphase Flow, 2000: p. 367-386. 14. Schlegel, J.P., et al., Local flow structure beyond bubbly flow in large diameter channels. International journal of heat and fluid flow, 2014. 47: p. 42-56. 15. Lee, T., G. Park, and D. Lee, Local flow characteristics of subcooled boiling flow of water in a vertical concentric annulus. International Journal of Multiphase Flow, 2002. 28(8): p. 1351-1368. 16. Yu, W., et al., Two-phase pressure drop, boiling heat transfer, and critical heat flux to water in a small-diameter horizontal tube. International Journal of Multiphase Flow, 2002. 28(6): p. 927-941. 17. Situ, R., et al., Photographic study of bubble behaviors in forced convection subcooled boiling. International Journal of Heat and Mass Transfer, 2004. 47(17-18): p. 3659-3667. 18. Talebi, S., F. Abbasi, and H. Davilu, A 2D numerical simulation of sub-cooled flow boiling at low-pressure and low-flow rates. Nuclear Engineering and Design, 2009. 239(1): p. 140-146. 19. Lee, Y.H. and S.H. Chang, The effect of vibration on critical heat flux in a vertical round tube. Journal of nuclear science and technology, 2003. 40(10): p. 734-743. 20. Lee, Y.H., D.H. Kim, and S.H. Chang, An experimental investigation on the critical heat flux enhancement by mechanical vibration in vertical round tube. Nuclear engineering and design, 2004. 229(1): p. 47-58. 21. Pendyala, R., S. Jayanti, and A. Balakrishnan, Flow and pressure drop fluctuations in a vertical tube subject to low frequency oscillations. Nuclear Engineering and Design, 2008. 238(1): p. 178-187. 22. Chen, S.-W., et al. Experimental investigation of vibration effects on subcooled boiling two-phase flow in an annulus. in 7th International Conference on Multiphase Flow (ICMF). 2010. 23. Chen, S.-W., et al., Experimental study of adiabatic two-phase flow in an annular channel under low-frequency vibration. Journal of engineering for gas turbines and power, 2014. 136(3). 24. Mizuno, K., et al., Experimental study on behavior of horizontal bubbly flow under structure vibration. Mechanical Engineering Journal, 2014. 1(4): p. TEP0018-TEP0018. 25. Aritomi, M., J.H. Chiang, and M. Mori, Geysering in parallel boiling channels. Nuclear engineering and design, 1993. 141(1-2): p. 111-121. 26. Qu, W. and I. Mudawar, Measurement and prediction of pressure drop in two-phase micro-channel heat sinks. International Journal of Heat and Mass Transfer, 2003. 46(15): p. 2737-2753. 27. Hetsroni, G., et al., Two-phase flow patterns in parallel micro-channels. International Journal of Multiphase Flow, 2003. 29(3): p. 341-360. 28. Wang, G., P. Cheng, and A. Bergles, Effects of inlet/outlet configurations on flow boiling instability in parallel microchannels. International Journal of Heat and Mass Transfer, 2008. 51(9-10): p. 2267-2281. 29. M. Aritomi, S.A., A. Inoue, Instabilities in Parallel Channel of Forced-Convection Boiling Upflow System, (I). Journal of Nuclear Science and Technology, 1977: p. 22-30. 30. M. Aritomi, S.A., A. Inoue, Instabilities in Parallel Channel of Forced-Convection Boiling Upflow System, (II). Journal of Nuclear Science and Technology, 1977: p. 88-96. 31. M. Aritomi, S.A., A. Inoue, Instabilities in Parallel Channel of Forced-Convection Boiling Upflow System, (III). Journal of Nuclear Science and Technology, 1979: p. 343-355. 32. Kakaç, S., et al., Transient boiling flow instabilities in a multi-channel upflow system. Wärme-und Stoffübertragung, 1977. 10(3): p. 175-188. 33. Menteş, A., et al., Effect of inlet subcooling on two-phase flow oscillations in a vertical boiling channel. Wärme-und Stoffübertragung, 1989. 24(1): p. 25-36. 34. Ozawa, M., K. Akagawa, and T. Sakaguchi, Flow instabilities in parallel-channel flow systems of gas-liquid two-phase mixtures. International journal of multiphase flow, 1989. 15(4): p. 639-657. 35. Guido, G., J. Converti, and A. Clausse, Density-wave oscillations in parallel channels-an analytical approach. Nuclear engineering and Design, 1991. 125(2): p. 121-136. 36. Mochizuki, H., Flow instabilities in boiling channels of pressure-tube-type reactor. Nuclear engineering and design, 1994. 149(1-3): p. 269-277. 37. Lee, J. and C. Pan, Dynamics of multiple parallel boiling channel systems with forced flows. Nuclear Engineering and Design, 1999. 192(1): p. 31-44. 38. Munoz-Cobo, J., M. Podowski, and S. Chiva, Parallel channel instabilities in boiling water reactor systems: boundary conditions for out of phase oscillations. Annals of Nuclear Energy, 2002. 29(16): p. 1891-1917. 39. Steinke, M.E. and S.G. Kandlikar, An experimental investigation of flow boiling characteristics of water in parallel microchannels. J. Heat Transfer, 2004. 126(4): p. 518-526. 40. Kuan, W.K. and S.G. Kandlikar, Experimental study on the effect of stabilization on flow boiling heat transfer in microchannels. Heat Transfer Engineering, 2007. 28(8-9): p. 746-752. 41. Wang, G., P. Cheng, and H. Wu, Unstable and stable flow boiling in parallel microchannels and in a single microchannel. International Journal of Heat and Mass Transfer, 2007. 50(21-22): p. 4297-4310. 42. Yun, G., et al., Theoretical investigations on two-phase flow instability in parallel multichannel system. Annals of Nuclear Energy, 2008. 35(4): p. 665-676. 43. Zhang, Y., et al., Theoretical research on two-phase flow instability in parallel channels. Nuclear Engineering and Design, 2009. 239(7): p. 1294-1303. 44. Guo, Y., et al., Experiment investigation on two-phase flow instability in a parallel twin-channel system. Annals of Nuclear Energy, 2010. 37(10): p. 1281-1289. 45. Jain, V., et al., Experimental investigation on the flow instability behavior of a multi-channel boiling natural circulation loop at low-pressures. Experimental Thermal and Fluid Science, 2010. 34(6): p. 776-787. 46. Colombo, M., et al., RELAP5/MOD3. 3 study on density wave instabilities in single channel and two parallel channels. Progress in Nuclear Energy, 2012. 56: p. 15-23. 47. Qian, L., S. Ding, and S. Qiu, Research on two-phase flow instability in parallel rectangular channels. Annals of Nuclear Energy, 2014. 65: p. 47-59. 48. Maxwell, J.C., A treatise on electricity and magnetism. Vol. 1. 1881: Clarendon press. 49. Chen, S.-W., et al., Experimental investigation and identification of the transition boundary of churn and annular flows using multi-range differential pressure and conductivity signals. Applied Thermal Engineering, 2017. 114: p. 1275-1286. 50. Cooley, J.W. and J.W. Tukey, An algorithm for the machine calculation of complex Fourier series. Mathematics of computation, 1965. 19(90): p. 297-301. 51. https://wp.me/pspew-5yt.
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