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频率混叠 meaning in Chinese

frequency aliasing

Examples

  1. The paper designs a more lpf and a numberical filter to eliminate the error , and a frequency tracing tache because system frequency fluctuates ceaselessly . this guarantes synchronization sampling
    为了消除频率混叠带来的误差,专门设计具有较好性能的低通滤波器和数字滤波器;由于系统频率波动性,设计有硬件电路组成的频率跟踪环节,最终实现采样周期和信号周期同步。
  2. To detect transient signals under complex background , a novel method of aliasing - free exponential bilinear time - frequency distribution is presented in this paper , which can avoid the frequency aliasing and information loss existing in the traditional bilinear distributions , reduce the cross - terms effectively and possess high time - frequency resolution
    摘要针对复杂背景条件下瞬时信号的探测,提出一种新的无混叠双线性时间频率分布方法,该方法能够避免常用的双线性时频分布中的频率混叠与信息丢失,有效减小交叉项干扰,而且具有较高的时频分辨率。
  3. From theoretical analysis , we know the existing demodulation methods have limitations as following : one is that the subtraction of the two signals frequencies will display as the result of demodulation when we demodulate two time - domain adding signals without modulating information ( fault information ) ; the other one is that aliasing phenomenon will occur as a result of getting absolute value , detection or square in the process of generalized demodulation analysis , such phenomenon will result in some superfluous frequency composition on the frequency spectrum , which will puzzle the detec tion of mechanical vibration . if the sampling frequency is selected from a suitable range , the aliasing phenomenon will be avoided ; the last one is that aliasing frequencies will be produced in zoom demodulation analysis because this algorithm cannot employ digital low - pass filtering to avert the folding frequencies of higher harmonics in the process of zoom sub - sampling
    现有的解调分析方法存在以下三种局限性:将不包括调制信息(故障信息)的两时域相加信号,也以其频率之差作为解调信号而解出;广义检波滤波解调分析中,由于取绝对值、检波或平方过程可能产生混频效应,在解调谱中表现为无法分析的频率成分,并由此推导出避免这种混频现象的采样频率的选取范围,从根本上避免此类误诊断的产生;几种细化解调分析新算法中,因为无法在细化分析的选抽时进行数字低通滤波,有可能会出现调制频率的高次谐波成分发生频率混叠而反折到低频部分的现象。

Related Words

  1. 叠叠高
  2. 混叠调制
  3. 频谱混叠
  4. 反混叠
  5. 抗混叠
  6. 叠交
  7. 顺叠
  8. 叠包
  9. 叠函数
  10. 频率换算系数
  11. 频率换谐
  12. 频率混淆
  13. 频率基本数据
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