基于Kerr非線性效應(yīng)全光邏輯門的研究
[Abstract]:With the approaching of the information age of human society, the demand of communication shows the trend of accelerating growth. The rapid development of various new types of services provides for higher requirements for the bandwidth and capacity of the communication network. In the present semi-transparent optical network, the development of the electronic exchange and information processing network has reached the limit, and in order to solve the problem of the limitation of the electronic bottleneck, the full-optical switch will be replaced in the future full-optical network. the full-light switch is used as the basic device for realizing the full-optical network, and has wide application in the information technology, one of the important applications is to form a full-optical logic gate, and other key components such as a full optical communication transmission system. Because of the non-linear effect of the Kerr effect, the non-linear coupler can realize the full-light switch operation and can form the corresponding full-light logic gate. In recent years, attention has been paid, and in order to reduce the bias power of the optical switch, the full-light trigger switch based on the optical double-stability of the resonant cavity has become the hot spot of the research. Therefore, this paper mainly uses the Kerr nonlinear effect, and studies the full-light logic gate based on the cross-phase modulation of the nonlinear coupler and the full-light trigger switch based on the optical double-stability of the resonant cavity. The specific work and main research results are as follows: First, In this paper, the structure of the nonlinear optical fiber coupler is briefly introduced, and the switch characteristics and the logic gate operation which can be realized by using the coupling mode theory are analyzed. At the same time, the working principle of the micro-resonant cavity is also summarized, and the coupling principle of the coupler is used to analyze the single-coupler and the double-coupler resonant cavity respectively, and the characteristic of the switch is discussed by the relation curve of the simulation transmittance and the phase shift. Secondly, a beam of pump light with adjustable intensity is input to the coupler by a wave-in-wave device, and the nonlinear effect of Kerr is caused by the cross-phase modulation method, and the switching characteristic of the nonlinear coupler is further studied. By using the coupling mode theory, when the initial phase of the input signal light is the same and different, the relationship between the transmittance and the normalized pump light is simulated, and the full-light logic gate realized by each method is discussed. It is pointed out that when the initial phase of the input signal light is the same, the switching function can be realized by changing the power of the input pump light, and when a pump light power is taken, different full-light logic gates can be realized according to different combinations of the input signal light; When the initial phase of the input signal light is different, the switching function can be realized by changing the phase difference of the input signal light. It can be seen that not only the operation of the full-light switch can be realized by changing the pump light power, but also the phase difference of the input signal light can be changed. In the end, the paper mainly introduces the full-light trigger switch based on the double-coupler resonant cavity, and analyzes the switching characteristic of the micro-resonant cavity by the Kerr nonlinear effect generated by the optical double-stability characteristic. Based on the theory of coupled mode, the influence of detuning amount on the stability of the double stability is considered and the two different methods of the numerical method and the analytic method are used to solve the double-stable characteristic curve in the micro-cavity. The results show that the results obtained by the two methods tend to be consistent. when the non-linear loss is taken into account and ignored, the gain is obtained by doping the noise into the micro-cavity when the non-linear loss is calculated, thereby compensating for loss and effectively reducing the power of the bias signal. in order to realize the function of the trigger switch of the micro-resonant cavity, a pulse signal or a reset pulse signal is added to the bias signal, and the duration of the signal is longer than that of the electric field in the cavity, According to the time interval between the addition of the setting pulse signal and the reset pulse signal, the switching function of the resonant cavity can be realized, and different output pulse digital sequences can be obtained by changing the time interval.
【學(xué)位授予單位】:杭州電子科技大學(xué)
【學(xué)位級(jí)別】:碩士
【學(xué)位授予年份】:2015
【分類號(hào)】:TN929.1;TN622
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