References
- Snyder , A. W. and Love , J. D. 1983 . Optical Waveguide Theory , New York : Chapman & Hall .
- Barnoski , M. K. 1981 . Fundamental of Optical Fiber Communications , New York : Academic Press .
- Suematsu , Y. 1982 . Introduction to Optical Fiber Communications , New York : John Wiley .
- Buck , J. A. 1995 . Fundamental of Optical Fibers , New York : John Wiley .
- Gloge , D. 1971 . Weakly guiding fibers . Appl. Opt. , 10 : 2252 – 2258 .
- Wang , J. J. H. 1991 . Generalized Moment Method in Electromagnetics , New York : Wiley and Sons .
- Chen , C. C. 1970 . Transmission through a conducting screen perforated periodically with apertures . IEEE Trans. Microwaves Theory Techniques , MTT 18 : 672 – 679 .
- Alvarez , L. and Xiao , M. 2000 . Electromagnetic transmission of nanometric circular aperture on top of a metal coated optical fiber tip: Theory . J. Vac. Sci. Tech. B , 18 : 82 – 89 .
- Alvarez , L. and Xiao , M. 2000 . On the coupling efficiency of metal-coated near-field probes . J. Microscopy , 202 : 351 – 358 .
- Alvarez , L. , Sauceda , A. and Xiao , M. 2003 . Optical transmission of a subwavelength aperture: size and fiber parameter dependence on near-field resolution . Opt. Comm. , 219 : 9 – 14 .
- Snitzer , E. 1961 . Cylindrical dielectric waveguide modes . J. Opt. Soc. Am. , 51 : 491 – 498 .
- Marcuse , D. 1974 . Theory of Dielectric Optical Waveguides , New York : Academic Publishers .
- Snyder , A. W. 1971 . Continuous mode spectrum of a circular dielectric rod . IEEE Trans. Microwave Theory Techniques , MTT-19 : 720 – 727 .
- Sammut , R. , Pask , C. and Snyder , A. W. 1975 . Excitation and power of the unbound modes within a circular dielectric waveguide . Proceedings IEE , 122 : 25 – 33 .
- Sammut , R. 1975 . Orthogonality of I.T.M. and I.T.E. continuous modes . Proceedings IEE , 122 : 1276 – 1276 .
- Morita , N. 1988 . Radiation modes of circular dielectric waveguides . J. Electromag. Waves Appl , 2 : 445 – 457 .
- Watson , G. N. 1944 . “ A treatise on the theory of Bessel functions ” . New York : Cambridge Mathematical Library .