Delay times and detector times for optical pulses traversing plasmas and negative refractive media L Nanda, A Basu, SA Ramakrishna
Physical Review E 74 (3), 036601, 2006
17 2006 Why do superluminal pulses become subluminal once they go far enough? L Nanda, H Wanare, SA Ramakrishna
Physical Review A 79 (4), 041806, 2009
14 2009 Time for pulse traversal through slabs of dispersive and negative (ϵ, μ) materials L Nanda, SA Ramakrishna
Physical Review A 76 (6), 063807, 2007
13 2007 Time moments of the energy flow of optical pulses in highly dispersive media L Nanda, H Wanare, SA Ramakrishna
Journal of Physics B: Atomic, Molecular and Optical Physics 43 (5), 055503, 2010
2 2010 Exact solutions of optical pulse propagation in nonlinear meta-materials L Nanda
The European Physical Journal D 71, 1-6, 2017
1 2017 A Unique Approach to Exactly Solve Optical Pulses in Nonlinear Meta-materials L Nanda
Journal of Condensed Matter 1 (02), 76-79, 2023
2023 An analysis of superluminal propagation becoming subluminal in highly dispersive media L Nanda
AIP Conference Proceedings 1953 (1), 2018
2018 Traversal of electromagnetic pulses through dispersive media with negative refractive index L Nanda, SA Ramakrishna
AIP Conference Proceedings 1832 (1), 2017
2017 An exact approach to intensity analysis of optical pulses in nonlinear meta-materials L Nanda
AIP Conference Proceedings 1728 (1), 2016
2016 An energy flow approach to the propagation of electromagnetic pulses through highly dispersive media L Nanda
INDIAN INSTITUTE OF TECHNOLOGY KANPUR, 2009
2009 Traversal of pulses through negative ( , ) materials L Nanda, SA Ramakrishna
arXiv preprint arXiv:0812.1125, 2008
2008 Traversal of pulses through negative (epsilon, mu) materials L Nanda, SA Ramakrishna
Metamaterials III 6987, 278-289, 2008
2008 Classical physics, including nonlinear media and photonic materials-Delay times and detector times for optical pulses traversing plasmas and negative refractive media LBA Nanda, SA Ramakrishna
Physical Review-Section E-Statistical Nonlinear and Soft Matter Physics 74 …, 2006
2006 Exact solutions of optical wave propagation in nonlinear negative refractive medium L Nanda
AIP Conference Proceedings 20051 (2016), 1724
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