Zhao Yang, Yang Shuwen. PRODUCTION AND GROWTH OF MODULATION INSTA- BILITY IN MONOMODE OPTICAL FIBERS WITH HIGH-ORDER NONLINEARITY[J]. Journal of Electronics & Information Technology, 1994, 16(3): 258-266.
Citation:
Zhao Yang, Yang Shuwen. PRODUCTION AND GROWTH OF MODULATION INSTA- BILITY IN MONOMODE OPTICAL FIBERS WITH HIGH-ORDER NONLINEARITY[J]. Journal of Electronics & Information Technology, 1994, 16(3): 258-266.
Zhao Yang, Yang Shuwen. PRODUCTION AND GROWTH OF MODULATION INSTA- BILITY IN MONOMODE OPTICAL FIBERS WITH HIGH-ORDER NONLINEARITY[J]. Journal of Electronics & Information Technology, 1994, 16(3): 258-266.
Citation:
Zhao Yang, Yang Shuwen. PRODUCTION AND GROWTH OF MODULATION INSTA- BILITY IN MONOMODE OPTICAL FIBERS WITH HIGH-ORDER NONLINEARITY[J]. Journal of Electronics & Information Technology, 1994, 16(3): 258-266.
Based on the work of Zhao Yang et al. (1989), the producing conditions and frequency domains of the modulation instability in monomode optical fibers with high-order nonlinearity are given in normalized form. The requirements of group velocity dispersion for the existence of maximal modulation growth are obtained. Some new results which are very useful in practical applications of the modulation instability are demonstrated by the numerical examples.
Hasegawa A, Brinkman W F. IEEE J. of QE, 1980, QE-16(7): 694-697.[2][2][3]Tai K, Hasegawa A, Tomita A. Phys[J].Rev. Lett.1986, 56(2):135-138[4]Sudo S, Itoh H. Opt. Quart. Electron., 1990, 22(2): 187-212.[5]Nakazawa M, Suzuki K, Haus H A. IEEE J[J].QE.1989, 25(9):2036-2044[6]Kumar A, Sarkar S N, Ghatak A K. Opt. Lett., 1986, 11(5): 321-323.[7]Kumar A, Sodha M S. Electron[J].Lett.1987, 23(6):275-276[8]赵阳,杨祥林.物理学报,1989,38(4):541-547.
DownLoad: