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1)  Wigner distribution function
维格纳分布函数
1.
In the spatial domain,canonical projection of the Wigner distribution function of the associated pupil function to show the insensitivity of the(system s) point spread function to the defocus-related aberrations is mainly used,and in the frequency domain,it is shown that the optical transfer function of such a system is also insens.
空域中,主要利用维格纳分布函数的正则投影来分析系统的点扩展函数对离焦像差的变化不敏感特性;频域中,则利用考纽螺线的图解方法来分析系统的光学传递函数对离焦像差的变化不敏感特性。
2.
Based on the second order moment method and Wigner distribution function,and in accordance with their spatial symmetry,laser beams can be classified as three types,i.
基于二阶矩方法和维格纳分布函数 ,激光束可以按照其空间对称性分为无像散光束、简单像散光束和复杂像散光束。
3.
The change of pulse in time and frequency is described with Wigner distribution function (WDF) when a Gaussian pulse that the pulsewidth greater than 100fs transits the linear chirped pulse amplification(CPA) systems,and the numerical value simulation is done.
利用维格纳分布函数 (WDF)描述脉宽大于 1 0 0 fs的高斯型脉冲通过啁啾脉冲放大(CPA)系统时脉冲的时域、频域变化情况 ,并进行数值模似计
2)  space-time Wigner distribution function
时空维格纳分布函数
1.
Starting from the space-time Wigner distribution function and taking the Gaussian Schell-model(GSM) pulsed beam as a typical example,the closed-form expressions for the M~2 factor have been derived.
从时空维格纳分布函数出发,以高斯-谢尔(GSM)脉冲光束为例,导出部分相干超短脉冲光束的M2因子公式。
3)  Moments of Wigner distribution function
维格纳分布函数的矩
4)  wigner's phase space distribution function
维格纳相空间分布函数
5)  Wigner function
维格纳函数
1.
Voltage-current characteristics in a three-quantum-well superlattice unit are studied by numerically solving the nonequilibrium Wigner function equation.
通过数值求解非平衡态维格纳函数,研究了三量子阱(three-quantum-well)超晶格单元结构共振隧穿电压-电流特性。
2.
The time-dependent Wigner function can be obtained from these technologies by reducing-density operator and the expansion in Fock states.
利用相互作用表象中增光子相干态光场与二能级原子作用的系统动力学波函数,通过约化密度算符和维格纳函数福克基矢展开技术得到描述光场随时间演化的含时维格纳函数,并用数值模拟分析该维格纳函数随时间演化及随光场振幅变化的特点。
3.
Its non-classical properties are discussed,the Wigner function are derived.
维格纳函数图像显示了增光子圆态显著的非经典性质,发现了光子激发与圆态光强的增大都能使量子态由叠加引起的干涉效应明显增强。
6)  Wigner distribution
维格纳分布
1.
Of the digital signal processing techniques,the application of wavelet analysis,artificial neural network and Wigner distribution to the biomedical engineering were mainly discussed in the article,and the application prospect of the digital signal processing technique to the biomedical engineering was expected.
主要讨论数字信号处理技术中小波分析、人工神经网络、维格纳分布在生物医学工程中的应用,并对数字信号处理技术在生物医学工程中的应用前景进行了展望。
补充资料:维格纳法则
分子式:
CAS号:

性质:又称维格纳法则。在处于激发态的原子或分子与另一个处于基态的原子或分子之间发生电子能量转移时,该体系的总自旋角动量(矢量)应当保持不变。

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