本文提出了一种减少混沌测量电路参数漂移的新方法。
An improved method of chaotic measurement to reduce the drift of parameter is presented in the paper.
从理论上和特定电路实验上论证了混沌测量方法是可行的。
This measurement method is confirmed in this paper by chaos theory and circuit experiment.
混沌测量是一种全新的测量原理，它能用极不稳定的测量系统实现高精度测量。
Chaotic measurement is a completely new principle which can be used for high precise measurement in extremely unstable systems.
这虽然只是利用混沌测量未知信号频率的一个理论探讨，但它对实际测量有着重要的指导意义。
This is only attempt to measure the frequency of unknown signal by using chaos, but it is significance to reality measurement.
提出了一种新的混沌测量电路设计方法，它利用DSP仿真电子开关，与已有的测量方法相比，具有更好的线性度和更小的误差。
A new method of design chaotic measurement circuits is presented, it simulates the electronic switch by DSP. The new chaotic measurement system has better linearity and less error.
在该实验中，由于材料的反射光可能进入谐振腔引发激光器混沌，结果会导致材料反射率测量不准确。
In the experiment, the material reflected light may return to the oscillator cavity, which may result in laser chaos, and the measurement result will be inaccurate.
应用混沌进行测量则是一种比较新的信号测量方法。
The measurement by applying chaotic theory is a newer way of signal measuring.
基于状态反馈精确线性化方法并结合状态观测器设计理论，给出了一类状态不能全部测量的混沌系统的控制方案。
By the state feedback exact linearization method and observer theory, a control approach is presented for a class of chaotic systems in which state variables cannot be all measured.
其次，实验中测得了大量的混沌数据，在神经网络模型的启发下提出了一种新的符号序列去噪算法，应用该算法提高了测量精度。
Secondly, we have obtained plenty of chaotic data, and presented a new method derived from Neural Network theory to process the symbolic series, which improves the accuracy of measurement.
采用输入-状态线性化方法实现非线性乃至混沌系统控制的关键是要求系统的全部状态变量都能测量并用于反馈。
The key to realizing thecontrol of chaotic systems is that all the states can be measured as feedback state variables.
采用输入-状态线性化方法实现非线性乃至混沌系统控制的关键是要求系统的全部状态变量都能测量并用于反馈。
The key to realizing thecontrol of chaotic systems is that all the states can be measured as feedback state variables.
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