NMiP Reader
Textbooks
ÌýbyÌýMarek S. Wartak
ÌýbyÌýAndrei V. Lavrinenko, Jesper Lægsgaard, Niels Gregersen, Frank Schmidt, Thomas Søndergaard.
Both are availabe online through the CU library. ÌýI have tried to give direct links above, but if those fail, just look them up using the library search tool. Ìý
Optimization
- Original paper by Nelder and Mead on simplex method:ÌýJ.A.ÌýNelderÌýand R. Mead, “,â€� Computer Journal, Volume 7, Issue 4, 1965, pp. 308-313.Ìý
- Concise statement of algorithm plus convergence proof in 1 and 2 dimensions:ÌýÌýJ. C.ÌýLagarias, J. A. Reeds, M. H. Wright, P. E. Wright, “,â€� SIAM J.ÌýOptim., Vol. 9, No. 1, 1998,Ìýpp. 112-147
- Original paper on simulated annealing for finding equilibrium of atoms:Ìý
- Summary by the authors that applied it to optimization:ÌýK. S. Yee, ",''ÌýIEEE Trans. on Antennas andÌýPropagat., vol. 14, pp. 302-307, May 1966.
FDTD Method
Boundary conditions for the FDTD method
- K. S. Yee, ",''ÌýIEEE Trans. on Antennas andÌýPropagat., vol. 14, pp. 302-307, May 1966.
- G. Mur, "," IEEE Trans. on Electromagnetic Compatibility, Vol. EMC-23, November 1981, pp. 377-382
- B.ÌýEngquistÌýand A.ÌýMajda, "",Ìý²Ñ²¹³Ù³ó.Ìý°ä´Ç³¾±è³Ü³Ù.,Ìývol. 31, pp. 629-651, 1977.
Dispersive materials in FDTD method
- R. J.ÌýLuebbers, F.ÌýHunsberger, K. S. Kunz, R. B.ÌýStandler, and M. Schneider.,Ìý“â€�, IEEE Trans. on EMÌýCompat, V 32, N 3, Aug 1990
Anisotropic materials in the FDTD method
Nonlinear materials in the FDTD method
- G. W.ÌýZhengÌýand K. S. Chen,Ìý“,“ Int. J. InfraredÌýMillim. Waves, vol. 13, no. 8, pp. 1127-1137, 1992
- P. M.ÌýGoorjianÌýand A.ÌýTaflove, “,â€� OpticsLett.,ÌýB 17, pp. 180-182, Feb. 1992.
Gaussian Beam Superposition Method
- A. W.ÌýGreynolds, “,â€� SPIEÌýVol560, Diffraction Phenomenon in Optical Engineering Applications, 1985.
FFT Beam Propagation Method
- N.ÌýDelen, B. Hooker, “,â€� JOSA A, Volume 15, Issue 4, 857-867, April 1998
- R. R. McLeod,
- Robert R. McLeod and Kelvin H. Wagner, "," Adv. Opt. Photon. 6, 368-412 (2014)
Finite Difference Beam Propagation Method (FD BPM)
Coupled Mode Equations applied to Bragg holography
Mode Propagation Method
Method
- Good summary:ÌýD. F.G. Gallagher, T.P.ÌýFelici, “,â€�ÌýPhotonics West, SanÌýJose, 2003.ÌýPaper 4987-10
- All of the details:Ìý