• We will briefly introduce several types of optical bistable system basic principles.

    我们将简要介绍几种类型的光双稳系统基本原理。

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  • Instablity and chaos have been observed in an acoustooptic bistable system without any extra delay device.

    在无任何附加延迟反馈的情况下,观察到声光双稳系统的不稳定性和混沌行为。

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  • Modulations of control parameter on chemical bistable system is investigated by using of parameter modulation method.

    采用调整控制参数的方法,实现对化学双稳行为的调制。

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  • Crystalline liquid is regarded as the nonlinear medium and the model of the mixed optic bistable system is constructed.

    以液晶体作为非线性介质,构建了混合光学双稳模型系统。

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  • It takes a long time to get the SNR curve of a simplest bistable system because the ensemble average must be applied to the system.

    然而,由于要进行系综平均,即使要得到最简单的双稳态系统的信噪比曲线也需要很长时间的运算。

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  • Based on the characteristics of nonlinear bistable system, the qualification that the system parameters should satisfy was introduced.

    依据非线性双稳态系统的性质,提出了系统参数调节应满足的条件。

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  • This paper reports the experimental results of mode structure for a delayed feedback optical bistable system with constant input intensity.

    本文报导了延迟反馈光学双稳系统在恒定输入光强时的非稳输出振荡特性及其模结构实验结果。

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  • An automatic searching strategy for optimal the algorithm step and the bistable system parameters was adopted in order to achieve the maximum SR effect.

    为获得较好的随机共振效果,采用自动搜索确定最佳计算步长和双稳系统形状参数的策略。

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  • As compared with that from the electronics system by detecting and filtering direct the signal-to-noise (SNR) of modulation signal from the nonlinear bistable system is higher.

    与直接经电子学系统检波、线性滤波后所提取的调制信号相比,前者所获调制信号的信噪比更高。

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  • Applying the method of controlling chaos presented by documents to a high dimensional differential dynamical system, the control of two photon optical bistable system's chaos is discussed.

    把对有限维离散化系统混沌控制的方法应用于高维微分动力系统,讨论了双光子光学双稳系统中的混沌控制。

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  • The nonlinear response in the bistable system with a random binary signal by adding the variable amount of noise is studied, and the input-output cross-correlation coefficient is measured.

    研究了噪声和随机二进制信号同时激励双稳系统时的输出响应,并测量了输入输出互相关系数。

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  • The receiver structure based on discrete-time bistable system is designed for the constant binary signal detection, and it is compared with the matched filter in some cases of non-Gaussian noise.

    然后根据离散时间双稳态系统,设计了处理常值二进制信号的接收器结构,在一些非高斯噪声下对接收器的检测性能与匹配滤波器进行了比较分析。

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  • The stochastic resonance(SR)in an optical bistable system under the simultaneous action of multiplicative and additive noises and periodic signal is studied using the adiabatic approximation theory.

    运用绝热近似理论,研究了由加性噪声和乘性噪声及周期信号驱动的光学双稳系统的随机共振现象。

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  • Control principle is introduced, and acoustooptical bistable (AOB) system is taken as a typical example to demonstrate the effectiveness of this method.

    介绍了变量旋转变换方法的控制原理,并用此方法控制声光双稳(aob)系统的混沌,以此验证其有效性。

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  • It is found that the system will be in monostable state or bistable state, which is controlled by the competition between the uniaxial anisotropy and the exchange anisotropy of the system.

    交换各向异性与单轴各向异性之间的竞争使体系存在单稳态与双稳态两种不同的状态,直接决定了交换偏置的角度依赖关系。

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  • The escape rate of the bistable sawtooth system driven by correlated white noises in the different cases of multiplicative noise coefficient is calculated accurately.

    在不同乘法噪声系数情况下,计算了关联噪声驱动的双稳锯齿系统的逃逸率。

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  • Besides, only when the initial rotating speed is ahead of the bistable region and system accelerates through bistable region, bistable jumping can occur.

    此外,只有当初角速度在双稳区之前,系统加速通过双稳区时才可能引起双稳态跳跃。

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  • Thus, the bias voltage could be modulated to be 0. This saved the bias setup is benefited to system integration and pointed out way of realizing biasless bistable device.

    用此一性质可将偏置电压调制为零省去偏置系统,利于系统集成,为实现无偏压双稳系统指明了方向。

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  • For realizing symbolic substitution rules of binary addition. This paper proposes a simple optical logic system which includes only one 2-d array of optical bistable device.

    为了实现二进制加法符号替换规律,本文提出了一种简单的光逻辑系统,它仅包括一片二维列阵光学双稳器件。

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  • For the mutual inhibition system, it just changes the bistable regime and the state quantity when we change the feedback.

    对于相互抑制的正反馈系统,我们发现改变系统中的反馈函数仅仅改变双稳区间和状态的量。

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  • For the mutual inhibition system, it just changes the bistable regime and the state quantity when we change the feedback.

    对于相互抑制的正反馈系统,我们发现改变系统中的反馈函数仅仅改变双稳区间和状态的量。

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