Singularity image method for electrical impedance tomography of bubbly flows

2nd World Congress on Industrial Process Tomography

Volumn , Issue , 2013, Pages 661-667

  Huang, Cunkui ^a   Lee, Jinhee ^b   Schultz, William W ^c   Ceccio, Steven L ^c  

^a INSTITUTE OF ENGINEERING THERMOPHYSICS   (China)

^b Hong Ik University   (South Korea)

^c UNIVERSITY OF MICHIGAN   (United States)

Author keywords

Bubbly flow; Circle theorem; Electrical dipoles; Singularity image method

Indexed keywords

ELECTRIC IMPEDANCE MEASUREMENT; ELECTRIC IMPEDANCE TOMOGRAPHY;

BUBBLY FLOW; CIRCLE THEOREM; ELECTRICAL DIPOLES; ELECTRICAL IMPEDANCE TOMOGRAPHY; IMAGE METHOD; NUMERICAL EXPERIMENTS; NUMERICAL RESULTS; RECONSTRUCTION PROPERTY;

ELECTRIC IMPEDANCE;

EID: 84910004987     PISSN: None     EISSN: None     Source Type: Conference Proceeding    
DOI: None     Document Type: Conference Paper

References (10)

1. BARBER, D. C. and BROWN, B. H., (1984), Applied potential tomography, J. Phys. E: Sci. Instrum., vol. 17, pp723-733
2. CECCIO, S. L. and GEORGE, D. L., (1996), A review of electrical impedance and techniques for the measurement of multiphase flows, J. Fluids Engr., 118, pp.391-399
3. RAMM, A. G., (1998), Inverse problems, tomography, and image processing, Plenum Press, New York
4. CHENEY, M., ISAACSON, D. and NEWELL, J. C., (1999), Electrical impedance tomography, SIAM Review, 41, 1, pp.85-101
5. BARBER, D. and BROWN, B., (1992), Image reconstruction in electrical impedance tomography, SPIE, 1768, Mathe. Methods in Medical Imaging, pp.60-68
6. YORKEY, T. J., (1990), Electrical impedance tomography with piecewise polynomial conductivities, J. Comp. Phys., 94, pp.344-360
7. JAIN, H., ISAACSON, D., EDIC, P. M. and NEWELL, J. C., (1997), Electrical impedance tomography of complex conductivity distributions with noncirclar boundary, IEEE Trans. Biomed. Engr., 44, 11, pp.1051-1060
8. VAUHKONEN, M., KARJALAINEN, P. A. and KAIPIO, J. P., (1998), A Kalman filter application to track fast impedance changes in electrical impedance tomography, IEEE Trans. Biomed. Engr.45, 4, pp.486-493
9. LEMONNIER, H and PEYTRAUD, J. F., (1998), Is 2D impedance tomography a reliable technique for two-phase flow?, Nucl. Engr. Des., 184, pp.253-268
10. MILNE-THOMSON, L. M., (1960), Theoretical Hydrodynamics, Macmillan