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Nonlinear Phase-Change in Type-II 2nd-Harmonic Generation under Exact Phase-Matched Conditions
Belostotsky
, A.L., A.S. Leonov, and A.V. Meleshko
Optics Letters, 1994. 19(12): p. 856-858.
 

(Full text pdf)

Copyright 1994 Optical Society of America, Inc.

Abstract    References    Cited by      Recent_publications_in_the_area

Abstract

The process of type II second-harmonic generation has been investigated theoretically. It is found that, unlike in the process of type I second-harmonic generation, phase matching is not necessary for a significant shift of the pump wave phase to be produced. The simple inequality of the intensities of interacting waves suffices for this effect to occur.

References

1. L. A. Ostrovsky, Pis'ma Zh. Eksp. Teor. Fiz. 5, 331(1967).
2. G. Assanto, G. I. Stegeman, M. Sheik-Bahae, and E. W. Van Stryland, Appl. Phys. Lett. 62, 1323 (1993).
3. P. St. J. Russell, Electron. Lett. 29, 1228 (1993).
4. R. DeSalvo, D. J. Hagan, M. Sheik-Bahae, G. I.
Stegeman, H. Vanherzeele, and E. W. Van Stryland, Opt. Lett. 17, 28 (1992).
5. G. D. Vshivcova, V. A. Maslov, Yu. N. Polivanov, and Yu. L. Chuzakov, Fiz. Tverd. Tela 30, 3550 (1988).
6. F. Zernike and J. E. Midwinter, Applied Nonlinear Optics (Wiley, New York, 1973), Chap. 2, p. 65.

 

Cited by

D'Aguanno, G; Centini, M; Scalora, M; Sibilia, C; Bertolotti, M; Fazio, E; Bowden, CM; Bloemer, MJ. 2003. Slowing light in chi((2)) photonic crystals. PHYSICAL REVIEW E 68 (4): art. no.-046613, Part 2.

D'Aguanno, G; Centini, M; Scalora, M; Sibilia, C; Bertolotti, M; Bowden, CM; Bloemer, MJ. 2003. Quadratic interactions in finite, one-dimensional, photonic band gap structures with deep gratings: beyond the undepleted pump regime. ACTA PHYSICA POLONICA A 103 (2-3): 249-262.

D'Aguanno, G; Angelillo, E; Sibilia, C; Scalora, M; Bertolotti, M. 2000. All-optical switching in a high-Q Fabry-Perot cavity filled with a quadratic material. JOURNAL OF THE OPTICAL SOCIETY OF AMERICA B-OPTICAL PHYSICS 17 (7): 1188-1196.

Saltiel, S; Koynov, K; Deyanova, Y; Kivshar, YS. 2000. Nonlinear phase shift resulting from two-color multistep cascading. JOURNAL OF THE OPTICAL SOCIETY OF AMERICA B-OPTICAL PHYSICS 17 (6): 959-965.

Lee, SK; Yoon, CS. 1999. Nonlinear phase shifts by cascaded optical rectification and linear electro-optic effect. OPTICAL REVIEW 6 (2): 152-154.

Saltiel, S; Koynov, K; Kirov, K; Petrova, K. 1999. Cross-phase modulation caused by cascading of third-order processes. JOURNAL OF THE OPTICAL SOCIETY OF AMERICA B-OPTICAL PHYSICS 16 (2): 262-266.

Arnold, JM. 1998. Varieties of solitons and solitary waves. OPTICAL AND QUANTUM ELECTRONICS 30 (7-10): 631-647.

Boardman, AD; Bontemps, P; Xie, K. 1998. Vector solitary optical beam control with mixed type I type II second-harmonic generation. OPTICAL AND QUANTUM ELECTRONICS 30 (7-10): 891-905.

Mak, WCK; Malomed, BA; Chu, PL. 1998. Three-wave gap solitons in waveguides with quadratic nonlinearity. PHYSICAL REVIEW E 58 (5): 6708-6722, Part B.

D'Aguanno, G; Sibilia, C; Fazio, E; Ferrari, E; Bertolotti, M. 1998. Field phase modulation and input phase and intensity dependence in a nonlinear second-order interaction. JOURNAL OF MODERN OPTICS 45 (5): 1049-1066.

Saltiel, S; Koynov, K; Tzankov, P; Boardman, A; Tanev, S. 1998. Nonlinear phase shift as a result of cascaded third-order processes. PHYSICAL REVIEW A 57 (4): 3028-3035.

Kim, DW; Xiao, GY. 1998. Distortion of a chirped short pulse in type II second-harmonic generation. JOURNAL OF THE OPTICAL SOCIETY OF AMERICA B-OPTICAL PHYSICS 15 (2): 570-576.

Yokohama, I; Asobe, M; Yokoo, A; Itoh, H; Kaino, T. 1997. All-optical switching by use of cascading of phase-matched sum-frequency generation and difference-frequency generation processes. JOURNAL OF THE OPTICAL SOCIETY OF AMERICA B-OPTICAL PHYSICS 14 (12): 3368-3377.

DAguanno, G; Sibilia, C; Fazio, E; Bertolotti, M. 1997. Three-wave mixing in a quadratic material under perfect phase-matching. OPTICS COMMUNICATIONS 142 (1-3): 75-78.

Kim, DW; Xiao, GY; Ma, GB. 1997. Temporal properties of the second-harmonic generation of a short pulse. APPLIED OPTICS 36 (27): 6788-6793.

Buchvarov, I; Saltiel, S; Iglev, C; Koynov, K. 1997. Intensity dependent change of the polarization state as a result of non-linear phase shift in type II frequency doubling crystals. OPTICS COMMUNICATIONS 141 (3-4): 173-179.

Peschel, U; Etrich, C; Lederer, F; Malomed, BA. 1997. Vectorial solitary waves in optical media with a quadratic nonlinearity. PHYSICAL REVIEW E 55 (6): 7704-7711, Part B.

Stegeman, GI. 1997. chi((2)) cascading: Nonlinear phase shifts. QUANTUM AND SEMICLASSICAL OPTICS 9 (2): 139-153.

Kobyakov, A; Lederer, F. 1996. Photonics in quadratic nonlinear media beyond the chi((3)) perspective. OPTICA APPLICATA 26 (4): 275-284.

Asobe, M; Yokohama, I; Itoh, H; Kaino, T. 1997. All-optical switching by use of cascading of phase-matched sum-frequency-generation and difference-frequency-generation processes in periodically poled LiNbO3. OPTICS LETTERS 22 (5): 274-276.

Stegeman, GI; Hagan, DJ; Torner, L. 1996. chi((2)) cascading phenomena and their applications to all-optical signal processing, mode-locking, pulse compression and solitons. OPTICAL AND QUANTUM ELECTRONICS 28 (12): 1691-1740.

Kobyakov, A; Lederer, F. 1996. Cascading of quadratic nonlinearities: An analytical study. PHYSICAL REVIEW A 54 (4): 3455-3471.

Petrov, DV. 1996. Nonlinear phase shift by cascaded quasi-phase-matched second harmonic generation. OPTICS COMMUNICATIONS 131 (1-3): 102-106.

Saltiel, S; Koynov, K; Buchvarov, I. 1996. Analytical formulae for the optimization of the process of low-power phase modulation in a quadratic nonlinear medium. APPLIED PHYSICS B-LASERS AND OPTICS 63 (1): 39-42.

Bosshard, C. 1996. Cascading of second-order nonlinearities in polar materials. ADVANCED MATERIALS 8 (5): 385-&.

Kobyakov, A; Peschel, U; Lederer, F. 1996. Vectorial type-II interaction in cascaded quadratic nonlinearities - An analytical approach. OPTICS COMMUNICATIONS 124 (1-2): 184-194.

Reinisch, R; Neviere, M; Popov, E. 1995. Phase-matched guided-wave optical bistability in chi((2)) optical resonators. OPTICS LETTERS 20 (24): 2472-2474.

Record 28 of 33
ASSANTO, G; WANG, Z; HAGAN, DJ; VANSTRYLAND, EW. 1995. ALL-OPTICAL MODULATION VIA NONLINEAR CASCADING IN TYPE-II 2ND-HARMONIC GENERATION. APPLIED PHYSICS LETTERS 67 (15): 2120-2122.

ASSANTO, G; TORELLI, I. 1995. CASCADING EFFECTS IN TYPE-II 2ND-HARMONIC GENERATION - APPLICATIONS TO ALL-OPTICAL PROCESSING. OPTICS COMMUNICATIONS 119 (1-2): 143-148.

KOBYAKOV, A; PESCHEL, U; MUSCHALL, R; ASSANTO, G; TORCHIGIN, VP; LEDERER, F. 1995. ANALYTICAL APPROACH TO ALL-OPTICAL MODULATION BY CASCADING. OPTICS LETTERS 20 (16): 1686-1688.

ASSANTO, G. 1995. TRANSISTOR ACTION THROUGH NONLINEAR CASCADING IN TYPE-II INTERACTIONS. OPTICS LETTERS 20 (15): 1595-1597.

TRAN, HT. 1995. SELF-INDUCED PHASE-MATCHING AND 3-WAVE BRIGHT SPATIAL SOLITONS IN QUADRATIC MEDIA. OPTICS COMMUNICATIONS 118 (5-6): 581-586.

ASSANTO, G; STEGEMAN, GI; SHEIKBAHAE, M; VANSTRYLAND, E. 1995. COHERENT INTERACTIONS FOR ALL-OPTICAL SIGNAL-PROCESSING VIA QUADRATIC NONLINEARITIES. IEEE JOURNAL OF QUANTUM ELECTRONICS 31 (4): 673-681.

Recent publications in the area
Hu, YJ; Yao, DZ. 2005. Phase variation of fundamental field induced by cascaded second order nonlinear processes in KTP. OPTICA APPLICATA 35 (2): 403-408.

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Record 2 of 6
Sun, JQ; Ma, ZT; Liu, DM; Huang, DX. 2005. Wavelength conversion between picosecond pulses using cascaded second-order nonlinearity in LiNbO3 waveguides. OPTICAL AND QUANTUM ELECTRONICS 37 (5): 443-456.

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Record 3 of 6
Yu, S; Gu, WY. 2005. A tunable wavelength conversion and wavelength add/drop scheme based on cascaded second-order nonlinearity with double-pass configuration. IEEE JOURNAL OF QUANTUM ELECTRONICS 41 (7): 1007-1012.

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Record 4 of 6
Sun, J; Yuan, X; Liu, D. 2005. Tunable wavelength conversion between picosecond pulses using cascaded second-order nonlinearity in LiNbO3 waveguides. APPLIED PHYSICS B-LASERS AND OPTICS 80 (6): 681-685.

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Record 5 of 6
Chen, B; Bracken, J; Verleyen, F; Wang, Y; Xu, CQ. 2005. Analysis of all-optical intra-cavity wavelength conversions in fiber ring resonators. OPTICS COMMUNICATIONS 247 (1-3): 57-64.

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