| 1. | Study of and practice in nonlinear circuit chaotic experiment
开设非线性电路混沌实验的研究与实践 |
| 2. | Dynamic behavior modeling of nonlinear circuit based on fuzzy logic systems
基于模糊逻辑的电路非线性动态特性模型 |
| 3. | In this paper , we study the mechanisms of generating chaos and methods of chaos control with respect to several nonlinear circuits based on the characteristics of these systems . better results are obtained
本文以几种非线性电路为主要研究对象，针对这些系统的特点，对其混沌产生机理和混沌控制方法进行了探索和研究，获得了较好的结果。 |
| 4. | Chaos in nonlinear circuits and systems is one of the advanced topics in nonlinear scientific field . among many topics about chaos study , the generation , prediction and the application of chaos are main three hotspots
非线性动力学电路与系统中的混沌是非线性科学研究的前沿课题之一，其中混沌的产生机理、解析预测以及混沌的应用是当前混沌研究的三大热点。 |
| 5. | Adjoint network of linear circuits is used to solve microwave nonlinear circuits problems . in the paper , a unified adjoint network method of linear and nonlinear circuits is presented . this method can calculate sensitivity quickly
把线性电路中的伴随网络法运用到微波非线性电路中，文中给出了对线性与非线性电路都适用的伴随网络法，能快速求解非线性电路中精确的灵敏度 |
| 6. | And then , we analyze the nonlinear properties of limiting amplifier . due to the typical nonlinear properties of limiting amplifier , we studied the method of academic analysis for microwave nonlinear circuit and the nonlinear circuit model of transistor in detail
由于微波限幅放大器的工作是典型的非线性特性,我们研究了非线性电路的分析方法和微波晶体管的非线性模型,详细得介绍了谐波平衡法这种重要的非线性电路分析方法。 |
| 7. | First we adopt modularization design ideas of unit of function circuit , construct the system of nonlinear circuit , and make it generates . one side , it can take control and synchronization himself . and on the other side , it also can take more advanced control and synchronization for optics system
首先利用单元功能电路模块化思想，构造电路系统本身，使之产生超混沌，其目的是一方面可以自身进行控制和同步化，另一方面可对光学系统施加更高级控制和同步。 |
| 8. | With the development of the self - oscillating mixer ( som ) theory , the application of som has been studied thoroughly and shows potentials in many fields . this paper introduces the development of som technology in the pass few years at first . then it shows some popular nonlinear techniques used in analyzing the nonlinear circuits . the technology of som can be used in the doppler radar for velocity measurement and in frequency modulated continuous wave ( fmcw ) for distance measurement
本文通过对自振混频技术基本理论的研究,介绍了对非线性电路进行分析的理论方法以及在自振混频器技术分析中的应用,然后对自振混频技术在多普勒测速雷达和调频连续波( fmcw )雷达上的应用进行了研究。 |
| 9. | A potentially feasible method is the use of a chaotic system ' s high sensitivity under condition to detect weak signals , which is quite different from all present methods . fixing parameter of components in a nonlinear circuit , chaotic orbits change with the measured signal . a distance has been defined
利用混沌系统的初值敏感性进行小信号测量是一个很好的有应用潜力的方向，它的测量原理与现有的测量原理完全不同，其基本思想是将待测信号作为混沌系统的初值，在参数不变的条件下，利用混沌系统的初值敏感性，使混沌轨道随待测信号的变化而变化，定义轨道距离，通过测量轨道距离的变化即可测得该小信号。 |
| 10. | Otherwise , an active integral chaotic measuring circuit is suggested based on the analysis of the present nonlinear circuits in this paper , which gets rid of nonlinear distortion of map function in constant - voltage mode and defect of constant - current source operating on - off state . using a general operational amplifier , high precision can also be obtained . a nth - order chaotic measuring system can be composed of its interconnection
另外，本文在分析原有非线性电路的基础上提出一种有源积分式混沌测量电路，它克服了恒压式测量电路映射函数存在非线性失真、恒流式测量电路不宜工作在开关状态的不足，利用普通的运放也获得较好的测量精度。 |
