References
- Bevensee RM. A handbook of conical antennas and scatterers. New York: Gordon and Breach; 1973.
- Pridmore-Brown DC. A Wiener-Hopf solution of a radiation problem in conical geometry. J Math Phys. 1968;47:79–94.
- Goshin GG. Electrodynamics value boundary problems for conical regions. Tomsk: Izdatelstvo Tomsk University; 1987 . (in Russian).
- Rostomyan N, Ott AT, Blech MD, et al. A balanced impulse radiating omnidirectional ultrawideband stacked biconical antenna. IEEE Trans Antennas Propag. 2015;2015(63):59–68.
- Khorshidi M, Tahanian E. A New conical band-reject UWB antenna with uniform rejection and stable omnidirectional behavior. Prog Electromagnet Res C. 2015;59:31–40.
- Legenkiy MN, Butrym AY. Method of mode matching in time domain. Prog Electromagnet Res B. 2010;22:257–283.
- Kuryliak DB, Sharabura OM. Diffraction of axially-symmetric TM-wave from bi-cone formed by finite and semi-infinite shoulders. Prog Electromagnet Res B. 2016;68:73–88.
- Roberts A. Small-hole coupling of radiation into a near-field probe. J Appl Phys. 1991;70:4045–4049.
- Bethe HA. Theory of diffraction by small holes. Phys. Rev. 1944;66:163–182.
- Bouwkamp CJ. Diffraction theory. Rep Prog Phys. 1954;17:35–100.
- Lucido M, Schettino F, Migliore MD, et al. Electromagnetic scattering by a zero-thickness PEC annular ring: a new highly efficient MoM solution. J Electromagnet Waves Appl. 2017;31:405–416.
- Bazer J, Karp S. Potential flow through a conical pipe with an application to diffraction theory. Research Report No EM--66, Courant Institute of Mathematical Sciences, New York University in New York; 1954.
- Kuryliak DB. Axially-symmetric field of electric dipole over truncated cone. I. Comparison between mode-matching technique and integral transformation method. Radio Phys Radio Astron. 1999;4:121–128; Axially-symmetric field of electric dipole over truncated cone. II. Numerical Modeling. Radio Phys Radio Astron. 2000; 5:284--290. (in Russian).
- Lysechko VO, Kuryliak DB. The near acoustic field of a circular aperture obtained by truncation of the semi-infinite cone vertex. Reports of National Academy of Sciences of Ukraine. 2016;8:63–69 . (in Ukrainian).
- Kolodij BI, Kuryliak DB. Axially-symmetric electromagnetic wave diffraction problems for conical surfaces. Kyiv: Naukova Dumka; 1995 . (in Ukrainian).
- Kuryliak DB, Nazarchuk ZT. Analytical-numerical Methods in the theory of wave diffraction on conical and wedge-shaped surfaces. Kyiv: Naukova Dumka; 2006 . (in Ukrainian).
- Kuryliak DB, Nazarchuk ZT, Kobayashi K, et al. Rigorous techniques for solution of wave diffraction problems by conical screens. Proceeding of Progress in Electromagnetic Research Symposium (PIERS 2004). Pisa; March 28–31, 2004.
- Doroshenko VA, Kravchenko VF. Electromagnetic waves diffraction on unclosed conical structures. Moscow: Fizmatlit; 2009 . (in Russian).
- Nosich AI. Method of analytical regularization in computational photonics. Radio Sci. 2016;51:1421–1430.
- Helfenstein P, Mustonen A, Feurer T, et al. Collimated field emission beams from metal double-gate nanotip arrays optically excited via surface plasmon resonance. Appl Phys Express. 2013;6:114–301.
- Bilotti F, Tricarico S, Pierini F, et al. Cloaking apertureless near-field scanning optical microscopy tips. Opt Lett. 2011;36:211–213.