Modulation instability in positive refractive metamaterials with higher-order dispersion and saturable nonlinearity
After taking the higher-order dispersion and three kinds of saturable nonlinearities into account, we investigate the characteristics of modulation instability (MI) in real units in the positive refractive region of metamaterials (MMs). The results show that the gain spectra of MI consist of two spe...
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Published in | Optoelectronics letters Vol. 9; no. 6; pp. 465 - 468 |
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Main Author | |
Format | Journal Article |
Language | English |
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Berlin/Heidelberg
Springer Berlin Heidelberg
01.11.2013
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ISSN | 1673-1905 1993-5013 |
DOI | 10.1007/s11801-013-3141-0 |
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Abstract | After taking the higher-order dispersion and three kinds of saturable nonlinearities into account, we investigate the characteristics of modulation instability (MI) in real units in the positive refractive region of metamaterials (MMs). The results show that the gain spectra of MI consist of two spectral regions, one of which is close to and the other is far from the zero point. In particular, the spectral region far from the zero point also has high cut-off frequency but narrow spectral width just as those revealed in the negative refractive region. Moreover, the gain spectra can change with the normalized angular frequency, the normalized optical power and the form of the saturable nonlinearity. Con- cretely, the spectral width increases with increase of the normalized angular frequency. But both of the spectral width and the peak gain increase and then decrease with increase of the normalized optical power. In other words, the MI characteristics and MI related applications can be controlled by adjusting the structure of the MMs, the form of the saturable nonlinearity and the normalized optical power. |
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AbstractList | After taking the higher-order dispersion and three kinds of saturable nonlinearities into account, we investigate the characteristics of modulation instability (MI) in real units in the positive refractive region of metamaterials (MMs). The results show that the gain spectra of MI consist of two spectral regions, one of which is close to and the other is far from the zero point. In particular, the spectral region far from the zero point also has high cut-off frequency but narrow spectral width just as those revealed in the negative refractive region. Moreover, the gain spectra can change with the normalized angular frequency, the normalized optical power and the form of the saturable nonlinearity. Con- cretely, the spectral width increases with increase of the normalized angular frequency. But both of the spectral width and the peak gain increase and then decrease with increase of the normalized optical power. In other words, the MI characteristics and MI related applications can be controlled by adjusting the structure of the MMs, the form of the saturable nonlinearity and the normalized optical power. After taking the higher-order dispersion and three kinds of saturable nonlinearities into account, we investigate the characteristics of modulation instability (MI) in real units in the positive refractive region of metamaterials (MMs). The results show that the gain spectra of MI consist of two spectral regions, one of which is close to and the other is far from the zero point. In particular, the spectral region far from the zero point also has high cut-off frequency but narrow spectral width just as those revealed in the negative refractive region. Moreover, the gain spectra can change with the normalized angular frequency, the normalized optical power and the form of the saturable nonlinearity. Concretely, the spectral width increases with increase of the normalized angular frequency. But both of the spectral width and the peak gain increase and then decrease with increase of the normalized optical power. In other words, the MI characteristics and MI related applications can be controlled by adjusting the structure of the MMs, the form of the saturable nonlinearity and the normalized optical power. |
Author | 钟先琼 向文力 程科 |
AuthorAffiliation | College of Optoelectronic Technology, Chengdu University of lnformation Technology, Chengdu 610225, China |
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Cites_doi | 10.1088/1674-1056/22/3/034205 10.1103/PhysRevE.73.036617 10.1364/OL.34.001339 10.1103/PhysRevE.77.046607 10.1016/j.optcom.2011.06.013 10.1364/OE.11.002480 10.1103/PhysRevE.72.016626 10.1364/JOSAB.27.001143 10.1364/JOSAB.28.000908 10.1080/09500340.2012.690456 10.1007/s11801-012-1128-x 10.7498/aps.57.186 |
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Keywords | Modulation Instability Gain Spectrum Optical Power Spectral Width Gain Bandwidth |
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Notes | 12-1370/TN After taking the higher-order dispersion and three kinds of saturable nonlinearities into account, we investigate the characteristics of modulation instability (MI) in real units in the positive refractive region of metamaterials (MMs). The results show that the gain spectra of MI consist of two spectral regions, one of which is close to and the other is far from the zero point. In particular, the spectral region far from the zero point also has high cut-off frequency but narrow spectral width just as those revealed in the negative refractive region. Moreover, the gain spectra can change with the normalized angular frequency, the normalized optical power and the form of the saturable nonlinearity. Con- cretely, the spectral width increases with increase of the normalized angular frequency. But both of the spectral width and the peak gain increase and then decrease with increase of the normalized optical power. In other words, the MI characteristics and MI related applications can be controlled by adjusting the structure of the MMs, the form of the saturable nonlinearity and the normalized optical power. ZHONG Xian-qiong , XIANG Wen-li , and CHENG Ke (College of Optoelectronic Technology, Chengdu University of lnformation Technology, Chengdu 610225, China) |
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SubjectTerms | Lasers Optical Devices Optics Photonics Physics Physics and Astronomy 光谱宽度 归一化 折射率 材料 调制不稳定性 频谱宽度 饱和非线性 高阶色散 |
Title | Modulation instability in positive refractive metamaterials with higher-order dispersion and saturable nonlinearity |
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