1) three cycle spectrum
三循环谱
2) cycling chromatography
循环色谱
1.
A non-linear and non-equilibrium model of cycling chromatography was established.Computer simulation and experiment of the process of cycling chromatography showed that the productionrate of cycling chromatography was higher than that of conventional chromatography method The production rate of the cycling chromatographic separation increased with the increase of the cycling number.
循环色谱是一种新颖的分离技术,这一概念最早是由Bombaugh和Biesenberger等人提出。
3) cyclic spectrum
循环谱
1.
Detection of SS signal cyclic spectrum based on AO technique;
基于声光技术的扩频信号循环谱的检测
2.
Power detection algorithm based on cyclic spectrum theory in cognitive radio;
认知无线电中一种基于循环谱的信号功率检测算法
3.
In order to solve the problem of direct sequence spread spectrum signal s check and recognition,a blind estimate algorithm is proposed,it based on cyclic spectrum theory and matrix transform.
为了解决正确检测和识别直扩信号的问题,提出一种基于循环谱理论和矩阵变换法的盲估计算法。
4) cyclic bispectrum
循环双谱
1.
By the analysis of simulation testing data of phase modulation signal,the cyclic bispectrum is showed to be effective.
论述了未知循环频率的周期平稳信号循环双谱的估计方法;研究了在循环双谱的循环累积量计算中涉及变量的简化存储方法,提出了该变量矩阵是对称阵,通过算法可以三角阵的元素来表述,克服了循环双谱传统估计方法计算量较大的缺陷,提高了运算效率;提出了循环双谱对调相故障信号的分析能力,以及对加性噪声的处理能力,仿真并验证了该方法的有效性,并将其应用于旋转机械状态分析。
5) Chrestenson spectrum
Chrestenson循环谱
1.
This paper presents the formula of Chrestenson spectrum of m-value “composition” logical function by using inversion formula, and gives the formula of auto-correlation function of m-value “composition” logical function.
该文利用反演公式求得了m值“复合”逻辑函数的Chrestenson循环谱的计算公式,并由此得到了m值“复合”逻辑函数的自相关函数的计算公式,进而运用这两个公式,给出了m值“复合”逻辑函数具备平衡性、相关免疫性的条件,并对m值“复合”逻辑函数的自相关函数及其性质进行了分析;此外该文还得到有限个m值“复合”逻辑函数的非零线性和函数的Chrestenson循环谱的计算公式。
6) chrestenson cyclic spectrum
Chrestenson循环谱
1.
The linear spectrum proposed in this paper, as well as Chrestenson cyclic spectrum, is a mapping from Finite Fields into Complex Fields, so it is reasonable to study the relation between Chrestenson linear spectrum and Chrestenson cyclic spectrum.
本文首先给出了有限域上逻辑函数的Chrestenson线性谱的新定义(不同于文献[1]所给出的),如同Chrestenson循环谱一样,重新定义的Chrestenson线性谱也是有限域Fq到复数域的映射,且证明了它们之间在实质意义下可以相互线性表出;最后我们还用重新定义的Chrestenson线性谱给出了有限域上逻辑函数的反演公式。
补充资料:循环色谱法
分子式:
CAS号:
性质:使试样混合物循环往复地通过色谱柱以增加分离效率的色谱技术。循环分离的效率决定于连续再循环次数和组分收集操作,组分的分离度随循环次数增加而增大。此法多用于凝胶色谱和制备色谱。
CAS号:
性质:使试样混合物循环往复地通过色谱柱以增加分离效率的色谱技术。循环分离的效率决定于连续再循环次数和组分收集操作,组分的分离度随循环次数增加而增大。此法多用于凝胶色谱和制备色谱。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
参考词条