Electromagnetic pulse propagation in casual dielectrics KE Oughstun, GC Sherman Springer Science & Business Media, 2012 | 290 | 2012 |
Electromagnetic and optical pulse propagation KE Oughstun Springer, 2006 | 176* | 2006 |
Propagation of electromagnetic pulses in a linear dispersive medium with absorption (the Lorentz medium) KE Oughstun, GC Sherman JOSA B 5 (4), 817-849, 1988 | 154 | 1988 |
On the Lorentz-Lorenz formula and the Lorentz model of dielectric dispersion KE Oughstun, NA Cartwright Optics express 11 (13), 1541-1546, 2003 | 135 | 2003 |
Uniform asymptotic description of electromagnetic pulse propagation in a linear dispersive medium with absorption (the Lorentz medium) KE Oughstun, GC Sherman JOSA A 6 (9), 1394-1420, 1989 | 114 | 1989 |
Dynamical evolution of the Brillouin precursor in Rocard-Powles-Debye model dielectrics KE Oughstun IEEE transactions on antennas and propagation 53 (5), 1582-1590, 2005 | 99 | 2005 |
Failure of the quasimonochromatic approximation for ultrashort pulse propagation in a dispersive, attenuative medium KE Oughstun, H Xiao Physical review letters 78 (4), 642, 1997 | 86 | 1997 |
Intracavity adaptive optic compensation of phase aberrations. I: Analysis KE Oughstun JOSA 71 (7), 862-872, 1981 | 86 | 1981 |
Description of pulse dynamics in Lorentz media in terms of the energy velocity and attenuation of time-harmonic waves GC Sherman, KE Oughstun Physical review letters 47 (20), 1451, 1981 | 80 | 1981 |
Gaussian pulse propagation in a dispersive, absorbing dielectric KE Oughstun, CM Balictsis Physical review letters 77 (11), 2210, 1996 | 76 | 1996 |
Uniform asymptotic description of ultrashort rectangular optical pulse propagation in a linear, causally dispersive medium KE Oughstun, GC Sherman Physical Review A 41 (11), 6090, 1990 | 63 | 1990 |
Generalized asymptotic description of the propagated field dynamics in Gaussian pulse propagation in a linear, causally dispersive medium CM Balictsis, KE Oughstun Physical Review E 55 (2), 1910, 1997 | 62 | 1997 |
Numerical analysis of the precursor fields in linear dispersive pulse propagation P Wyns, DP Foty, KE Oughstun JOSA A 6 (9), 1421-1429, 1989 | 62 | 1989 |
Influence of precursor fields on ultrashort pulse autocorrelation measurements and pulse width evolution KE Oughstun, H Xiao Optics Express 8 (8), 481-491, 2001 | 59 | 2001 |
Intracavity adaptive optics. 2: Tilt correction performance D Anafi, JM Spinhirne, RH Freeman, KE Oughstun Applied optics 20 (11), 1926-1932, 1981 | 58 | 1981 |
Dispersive pulse propagation in a double-resonance Lorentz medium S Shen, KE Oughstun JOSA B 6 (5), 948-963, 1989 | 57 | 1989 |
Pulse propagation in a linear, causally dispersive medium KE Oughstun Proceedings of the IEEE 79 (10), 1379-1390, 1991 | 53 | 1991 |
Velocity of energy transport for a time-harmonic field in a multiple-resonance Lorentz medium KE Oughstun, S Shen JOSA B 5 (11), 2395-2398, 1988 | 51 | 1988 |
Uniform asymptotic description of ultrashort Gaussian-pulse propagation in a causal, dispersive dielectric CM Balictsis, KE Oughstun Physical Review E 47 (5), 3645, 1993 | 43 | 1993 |
Uniform asymptotics applied to ultrawideband pulse propagation NA Cartwright, KE Oughstun Siam Review 49 (4), 628-648, 2007 | 41 | 2007 |