Total=49
(a)InReferred(SCI/Scopus) Journal-28 (Cumulative Impact Factor-42.163),(b)Book/Book chapter-4,(c)Conference Proceeding-3,(d)Others-1,(e)Under Communication/Preparation-3.
SCI
1. Interfacial charge transfer mechanism in nanostructured TiO2–ZnS coupled network for single electron device applications. I.F.-2.328
D. Mohanta, M. Deka, and A. Choudhury, Journal of applied physics 101(4), 044302, (2007).
2. Observation of rarefactive ion acoustic solitary waves in dusty plasma containing negative ions.
N. C. Adhikary, M. K. Deka and H. Bailung, Phys. Plasmas 16(6), 063701 (2009). I.F.-1.913
3. Charging of micrometer sized dust grains in a low temperature and low-density Plasma produced using a magnetic filter. I.F.-3.939
H. Bailung, M. K. Deka, N. C. Adhikary and Y. Nakamura, Plasma Sources Sci. Technol.19(5), 055005, (2010).
4. Characteristics of ion -acoustic solitary wave in a laboratory dusty plasma under the influence of ion-beam. I.F.-1.913
M. K. Deka, N. C. Adhikary , A. P. Misra, H. Bailung and Y. Nakamura , Phys. Plasmas 19(10), 103704 (2012).
5. Analysis of electron energy distribution function in a magnetically filtered complex Plasma, I.F.-1.469
M. K. Deka, N. C. Adhikary and H. Bailung, Chin. Phys. B, 22(4), 045201(2013).
6. Modified Kortweg -de Vries equation in a negative ion rich hot adiabatic dusty plasma with non-thermal ion and trapped electron.
N. C. Adhikary, M, K. Deka, A. N. Dev and J. Sarmah , Phys. of Plasmas, 21(8), 083703, (2014) . I.F.-1.913
7. Kadomtsev-Petviashvili (KP) Burger’s equation in dusty negative ion plasmas: Evolution of dust-ion acoustic shocks, I.F.-1.416
A.N. Dev, J. Sarmah, M. K. Deka, A. P. Misra and N. C. Adhikary, Commun. Theor. Phys. 62(6), 875, (2014).
8. Dust acoustic shock waves in arbitrarily charged dusty plasma with low and high temperature non -thermal ions. I.F.-0.983
A. N. Dev, J. Sarmah and M. K. Deka, Can. J. Phys. 93 (10), 1030, (2015).
9. Dust acoustic shock waves with non-thermal and vortex -like ions in dusty plasma. I.F.-1.193
A. N. Dev,J. Sarmah, M. K. Deka and N. C. Adhikary, Plasma Science and Technology 17(4), 268, (2015).
10. Shock wave solution in a hot adiabatic dusty plasma having negative and positive non-thermal ions with trapped electrons. I.F.-0.630
A.N. Dev, M. K. Deka, J. Sarma and N. C. Adhikary,Journal of the Korean Physical Society, 67(2),339, (2015).
11. Dust acoustic compressive waves in a warm dusty plasma having non-thermal ions and non-isothermal electrons. I.F.-1.193
A. N. Dev, M. K. Deka, R. Subedi , J. Sarma Plasma Science and Technology,17(9),721, (2015).
12. K P Burgers equation in negative ion-rich relativistic dusty plasma including the effect of kinematic viscosity. I.F.-1.469
A. N. Dev, M. K. Deka, J. Sarma, D. Saikia, and N. C. Adhikary, Chin. Phys. B 25(10), 105202, (2016).
13. Dust Acoustic Solitary Waves in Dusty Plasma with Trapped Electrons Having Different Temperature Nonthermal Ions. I.F.-1.082
M. K. Deka, Braz. J. Phys,46(6),672, (2016).
14. Characteristics of dust acoustic waves in dissipative dusty plasma in the presence of trapped electrons. I.F.-1.193
R. K. Kalita, M. K. Deka, A. N. Dev and J. Sarma, Plasma Science and Technology,19(5),055303 (2017).
15. Nonlinear dust-acoustic solitary waves and shocks in dusty plasmas with a pair of trapped ions. I.F.-1.913
Nirab C. Adhikary, Amar P. Misra, Manoj K. Deka, and Apul N. Dev, Phys. of Plasmas 24(7), 073703, (2017).
16. Complex Burgers’ Equation: Evolution of Shock Waves with a Pair of Non-isothermal Ions in an Arbitrarily Charged Dusty Plasma. I.F.-1.082
Apul N. Dev and Manoj Kr. Deka, Braz J Phys, 47(5),532, (2017).
17. Characteristics of solitary waves in a relativistic degenerate ion beam driven magneto plasma. I.F.-1.913
Manoj Kr. Deka, Apul N. Dev, Amar P. Misra and Nirab C. Adhikary, Phys. of Plasmas 25(1), 012102, (2018).
18. Landau degeneracy effect on ion beam driven degenerate magneto plasma: Evolution of hypersonic soliton I.F.-2.267
M.K. Deka, A.N. Dev, Annals of Physics 395 ,45, (2018).
19. Effect of non-thermality of electron and negative ion on the polarity of shock waves in a relativistic plasma. I.F.-1.913
Apul N. Dev and Manoj Kr. Deka, Phys. of Plasmas, 25(7), 072117 (2018).
20. 3D Burgers’ Equation in a Relativistic Plasma in Presence of Electron and Negative Ion Trapping: Evolution of Shock Wave. I.F.-0.832
Manoj Kr. Deka, and Apul N. Dev, Plasma Physics Reports, 44(10),965, (2018).
21. Effect of trapping of heavy negative ions on the evolution of shock wave in a dust charge fluctuating plasma: A Trapped K-dV-Burgers’ equation. I.F.-1.325
A. N. Dev, R. K. Kalita, M. K. Deka, K. Goswami and J. Sarma, IEEE Trans. Plasma Science and Technology, 47(7), 3271, (2019).
22. Solitary Wave with Quantization of Electron’s Orbit in a Magnetized Plasma in the Presence of Heavy Negative Ions. I.F.-1.355
Manoj Kr. Deka, and Apul N. Dev, Zeitschrift für Naturforschung A, 75(3), 211, (2020).
23. Supersonic Shock wave with Landau Quantization in a Relativistic Degenerate Plasma. I.F.-1.080
Manoj Kr. Deka, and Apul N. Dev, Chinese Physics Letters, 37(1), 016101, (2020).
24. Relativistic Shock Wave With Electrons Trapped in a Landau Quantized Magnetic Field: Effect of Non-thermal Heavy Negative Ion
Apul N. Dev and Manoj Kr. Deka, Test Engineering and Management, ISSN: 0193-4120,83, 10287 (2020).
25. Effect of non-thermal electron and positron on the characteristic of dust ion acoustic solitary wave in the presence of relativistic thermal magnetized negative/positive ion. I.F.-3.228.
Apul N. Dev, Manoj Kr. Deka, Ranjit Kr. Kalita, and, Jnanjyoti Sarma, Eur. Phys. J. Plus 135(10), 843 (2020).
26. Solitary wave propagation with electron-positron trapping in magnetically quantized degenerate ion-beam plasma. I.F.-1.688
Manoj Kr. Deka, and Apul N. Dev, Pramana - J Phys 95(2), 65 (2021).
27. Dynamics of exact closed-form solutions to the Schamel Burgers and Schamel equations with constant coefficients using a novel analytical approach
Sanjaya K. Mohanty, Sachin Kumar, Manoj K. Deka and Apul N. Dev, International Journal of Modern Physics B, 35(31), 2150317 (2021). I.F.-0.863
28. Exact closed-form solutions of compound KdV Burgers equation by using generalized (G'/G) expansion method.
Sanjaya Kr. Mohanty, Manoj Kr. Deka, and Apul N. Dev, Accepted, TWMS J. App. and Engg. Math.
Book/Book chapter
1. Particle-Antiparticle Trapping in a Magnetically Quantized Plasma and Its Effect on the Evolution of Solitary Wave
Manoj Kr. Deka and Apul N. Dev, Recent Trends in Applied Mathematics-Select Proceedings of AMSE 2019, Ed., S. R. Mishra, T. N. Dhamala & O. D. Makinde, Springer, Series-Lecture Notes in Mechanical Engineering, Nature Singapore Pte. Ltd, 2021. Hard Cover ISBN 978-981-15-9816-6, eBook ISBN- 978-981-15-9817-3, DOI: 10.1007/978-981-15-9817-3.
2. Analytical Solution of Trapped Burgers’ equation with Tan-hyperbolic method
Apul. N. Dev and Manoj Kr. Deka, Recent Trends in Applied Mathematics-Select Proceedings of AMSE 2019, Ed., S. R. Mishra, T. N. Dhamala & O. D. Makinde, Springer, Series-Lecture Notes in Mechanical Engineering, Nature Singapore Pte. Ltd, 2021. Hard Cover ISBN 978-981-15-9816-6, eBook ISBN- 978-981-15-9817-3, DOI: 10.1007/978-981-15-9817-3.
3. Electron free plasma: From being to becoming, https://www.worldcat.org/isbn/3659365041
M. K. Deka, LAP Lambert Academic Publishing, Germany, ISBN: 978-3-659-36504-1, (2013).
4. Ion acoustic solitary waves in an ion beam driven dusty plasma: From Theory to Experiment,
M. K. Deka, N. C. Adhikary and H. Bailung, LAP Lambert Academic Publishing, Germany: ISBN-10: 3659148814, ISBN -13: 978-3-659-14881-1, (2012).
Conference Proceedings
1. Observation of ion -acoustic solitary waves in ion -beam plasmas with charged dust impurities.
M. K. Deka and H. Bailung. Colloquium proceeding, 1stPSSI-Plasma Scholars’ Colloquium 3-4 July, IPR Gandhinagar, (2012).
2. Solitary wave solutions of nth order K-P equation in hot adiabatic dusty plasma having non-thermal ions with trapped electrons.
A. N. Dev, M. K. Deka and J. Sarma, Proceedings of International Conference on Frontiers in Mathematics ISBN: 978-81-928118-9-5, (2015).
3. Dust Acoustic Solitary and Shock waves with Non-thermal Ions in Dusty Plasma Having Dust Charge Fluctuation
Ranjit Kumar Kalita, Apul Narayan Dev,Latika Kalita,Manoj Kumar Deka, Jnanjyoti Sarma, Proceedings of NCPPND-2017, JIS University Kolkata, ISBN- 978-93-5288-918-1
Others/Indexed
1. Effect of Ion Temperature on Large Amplitude Solitary Kinetic Alfven Waves and Double Layers in Plasmas with Superthermal Electrons. e-ISSN: 0975–5462 (online); p-ISSN: 2278–9510 (Print),
Latika Kalita and Manoj Kr. Deka, International Journal of Engineering Science and Technology (IJEST), 10(2),131, (2018).
Under Preparation/ Communication
1. Solving the Gardner equation with variable coefficients and the KP equation with variable coefficients by using the (G'/G) expansion method
Sanjaya Kr. Mohanty, Manoj Kr. Deka, and Apul N. Dev.
2. Effect of charged state of heavy positive ion on solitary and shock wave propagation in the presence of electron-positron trapping in magnetically quantized degenerate plasma.
Manoj Kr Deka and Apul N. Dev.
3. Burgers’ Equation and shock wave study in the presence of Quantization of Electron and positron in Landau Degenerate plasma.
Manoj Kr Deka and Apul N. Dev.
4. An efficient technique of (G//G)-expansion method for modified KdV and Burgers equations with variable coefficients
Sanjaya Kr. Mohanty, Sachin Kumar, Apul N. Dev, Manoj Kr. Deka, Dmitry V. Churikov, Oleg V. Kravchenko