Publications in Indexed Journals

Publications in JASA, IEEE UFFC, JSV, Ferroelectrics, Current Science, Def Science J, IETE Tech Rev

1. R. Francis, D.D. Ebenezer, S. K. Bhattacharyya, R. Sharma, "Estimation of wavenumber–frequency spectra of wall pressure due to turbulent flow over a flat plate using large-eddy simulation," Physics of Fluids 35(6)  065110 (2023). DOI: https://doi.org/10.1063/5.0152076

2. H. Rahul Krishna, Manoj T. Issac, D. D. Ebenezer, "Numerical investigation of two-dimensional axisymmetric and three-dimensional flow simulations over a benchmark underwater vehicle," Physics of Fluids 35(1), 015149 (2023). DOI: https://doi.org/10.1063/5.0134985

3. R. Ramesh, R. Krishnakumar, and D. D. Ebenezer, "Life prediction analysis of underwater acoustics sensors and its experimental validation," Applied Acoustics Vol. 158 107054 (2020).

4. Minu A. Pillai, D. D. Ebenezer, and Ezhilarasi Deenadayalan, "Transfer matrix analysis of a duct with gradually varying arbitrary cross-sectional area," J. Acoustical Society of America Vol. 146(6) pp 4435-4445 (2019).

5. P. A. Nishamol and D. D. Ebenezer, "Exact series model of axially polarized hollow piezoelectric ceramic cylinders of finite length," J. Acoustical Society of America Vol. 144(2) pp 1028-1039 (2018).

6. Minu A. Pillai, D. D. Ebenezer, and Ezhilarasi Deenadayalan, "Design and optimization of piezoelectric unimorph beams with distributed excitation," J. Acoustical Society of America Vol. 143(5) pp 2685–2696 (2018).

7. M. R. Subash Chandrabose, S. V. Pereira, B. Jayakumar, and D. D. Ebenezer, "Metal-ceramic segmented ring transducer under deep submergence conditions," Defence Science Journal 67(6) pp 612-616 (2017).

8. Minu A. Pillai, D. D. Ebenezer, and Ezhilarasi Deenadayalan, "Analytical model of mechanically excited piezoelectric unimorph beams," J. Acoustical Society of America Vol. 142(2) pp 718-727 (2017). Erratum.

9. D. D. Ebenezer, K. Ravichandran, and Chandramouli Padmanabhan, "Free and forced vibrations of hollow elastic cylinders of finite length," J. Acoustical Society of America Vol. 137 No. 5 pp 2927-2938 (2015).

10. P. A. Nishamol and D. D. Ebenezer, "Exact series model of Langevin transducers with internal losses," J. Acoustical Society of America Vol. 135 pp 1159-1170 (2014).

11. J. George, D. D. Ebenezer, and S. K. Bhattacharyya, “Open circuit receiving sensitivity and transmitting voltage response of a spherical acoustic transducer,” J. Acoustical Society of America, Vol. 128 No.4 pp 1712-1720 (2010).

12. D. Thomas, D. D. Ebenezer, and S. M. Srinivasan, "Power dissipation and temperature distribution in piezoelectric ceramic slabs,” J. Acoustical Society of America, Vol. 128 No.4 pp 1700-1711 (2010).

13. P. A. Nishamol, Jasmine Mathew, and D. D. Ebenezer, "Acoustic radiation from cylindrical transducer arrays," J. Sound and Vibration Vol. 323 pp 989 - 1002 (2009).

14. R. Ramesh and D. D. Ebenezer, "Equivalent circuit for broadband underwater transducers," IEEE Trans. on Ultrasonics Ferroelectrics Frequency Control Vol. 55 No. 9 pp 2079-2083 (2008).

15. D. D. Ebenezer, K. Nirnimesh, R. Barman, R. Kumar, and S. B. Singh, "Analysis of solid elastic cylinders with internal losses using complete sets of functions," J. Sound and Vibration Vol. 310 pp 197-216 (2008).

16. D. D. Ebenezer, D. Thomas, and M. S. Sivakumar, "Non-uniform heat generation in rods with hysteretic damping," J. Sound and Vibration Vol. 302 No 4-5 pp 892 - 902 (2007).

17. D. D. Ebenezer, "Characterisation of piezoelectric ceramics," Def. Science J. Vol. 57(1) pp 69-77 (2007).

18. D. D. Ebenezer, K. Ravichandran, R. Ramesh, and Chandramouli Padmanaban, "Forced responses of solid axially polarized piezoelectric ceramic finite cylinders with internal losses," J. Acoustical Society of America, Vol. 117 No. 7 pp 3645-3656 (2005).

19. D. D. Ebenezer, K. Ravichandran and Chandramouli Padmanaban, "Forced vibrations of solid elastic cylinders," J. Sound and Vibration 282 pp. 991-1007 (2005)

20. R. Ramesh and D. D. Ebenezer, "Analysis of axially polarized piezoelectric ceramic rings," Ferroelectrics Vol. 323 pp 17 - 23 (2005).

21. D. D. Ebenezer, "Determination of complex coefficients of radially polarized piezoelectric ceramic cylindrical shells using thin shell theory," IEEE Trans. on Ultrasonics Ferroelectrics Frequency Control Vol. 51 No. 10 pp 1209-1215 (2004).

22. D. D. Ebenezer and R. Ramesh, Analysis of axially polarized piezoceramic cylinders with arbitrary boundary conditions on the flat surfaces, J. Acoustical Society of America, Vol. 113 No. 4 pp 1900-1908 (2003).

23. D. D. Ebenezer and R. Ramesh, "Exact analysis of axially polarized piezoelectric ceramic cylinders with certain uniform boundary conditions," Current Science Vol. 85 No. 8 pp 1173 - 1179 (2003). Featured in "In This Issue" pp 1112.

24. D. D. Ebenezer and Pushpa Abraham, “Analysis of axially polarized piezoelectric ceramic cylindrical shells of finite length with internal losses,” J. Acoustical Society of America, Vol. 112 No. 5 pp 1953-1960 (2002).

25. D. D. Ebenezer and Pushpa Abraham, "Closed-form analysis of thin radially polarized piezoelectric ceramic cylindrical shells with loss," Current Science Vol. 83 No. 8 pp 981 - 988 (2002).

26. D. D. Ebenezer and Laly Joseph, “Frequency-dependent open-circuit acoustic sensitivity of fluid-filled, coated, radially polarized piezoelectric ceramic cylindrical shells of arbitrary thickness and infinite length,” IEEE Trans. on Ultrasonics Ferroelectrics Frequency Control Vol. 48 No. 4 pp 914-921 (2001).

27. D. D. Ebenezer and Pushpa Abraham, Piezoelectric thin shell theoretical model and eigenfunction analysis of radially polarized ceramic cylinders, J. Acoustical Society of America Vol. 105 No. 1 pp 154-163 (1999).

28. D. D. Ebenezer and A. J. Sujatha, New methods to characterize radially polarized piezoelectric ceramic cylindrical shells of finite length, J. Acoustical Society of America Vol. 102 No. 3 pp 1540-1548 (1997).

29. D. D. Ebenezer and Pushpa Abraham, Eigenfunction analysis of radially polarized piezoelectric cylindrical shells of finite length, J. Acoustical Society of America Vol. 102 No. 3 pp 1549-1558 (1997).

30. D. D. Ebenezer, Three-port parameters and equivalent circuit of radially polarized piezoelectric ceramic cylinders of finite length, J. Acoustical Society of America Vol. 99 No. 5 pp2908-2912 (1996).

31. D. D. Ebenezer and Pushpa Abraham, Effect of multi-layer baffles and domes on hydrophone response, J. Acoustical Society of America Vol. 99 No. 4 pp 1883-1893 (1996).

32. H. R. S. Sastry and D. D. Ebenezer, "Underwater acoustic transducer analysis," IETE Tech. Rev. Vol. 9 No. 2 pp151-157 (1992).

33. P. R. Stepanishen and D. D. Ebenezer, A joint wavenumber - time domain technique to determine the transient acoustic radiation loading on planar vibrators, J. Sound and Vibration Vol. 157 No. 3 pp 451-465 (1992).

34. P. R. Stepanishen and D. D. Ebenezer, An in-vacuo modal expansion method to determine the transient response of fluid-loaded planar vibrators, J. Sound and Vibration Vol. 153 No. 3 pp 453-472 (1992).

35. D. D. Ebenezer and P. R. Stepanishen, Wave-vector-time domain and Kirchhoff integral equation methods to determine the transient acoustic radiation loading on circular cylinders, J. Acoustical Society of America Vol. 89 No. 6 pp 2532-2544 (1991).

36. P. R. Stepanishen and D. D. Ebenezer, An eigenvector method to determine the transient response of cylindrical shells in a fluid with uniform axial flow, J. Acoustical Society of America Vol. 89 No. 2 pp 565-573 (1991).

37. D. D. Ebenezer and P. R. Stepanishen, “A wave-vector-time-domain technique to determine the transient acoustic radiation loading on cylindrical vibrators in an inviscid fluid with axial flow,” J. Acoustical Society of America Vol. 89 No. 1 pp 39-51 (1991).

38. P. R. Stepanishen and D. D. Ebenezer, “Transient vibratory response of fluid-loaded shells with axisymmetric excitations,” J. Acoustical Society of America Vol. 82 No. 5 pp 1811-1817 (1987).

39. D. D. Ebenezer and P. R. Stepanishen, “Transient response of fluid-loaded elastic plates via an impulse response method,” J. Acoustical Society of America Vol. 82 No. 2 pp 659-666 (1987).

40. D. D. Ebenezer and P. R. Stepanishen, “An impulse response method to evaluate time-dependent acoustic radiation loading on elastic vibrators,” J. Acoustical Society of America Vol. 81 No. 4 pp 854-860 (1987).