1) linear coherent superposition
线性凸干叠加
2) nonlinear superposition coherent state
非线性叠加相干态
1.
A new kind of nonlinear superposition coherent states and their quantum statistical properties;
一种新的非线性叠加相干态及其量子统计特性
3) linear stacking
线性叠加
1.
A model algorithm control is proposed by using dynamic matrix controlled algorithm based on linear stacking The stability of a system and its dynamic response are analyzed The analysis results are verified by simulation A new method is presented for controlling MAC predictio
基于线性叠加原理 ,借鉴动态矩阵制算法 ,提出了一种改进的模型算法控制 ,分析了系统的稳定性与动态响应问题 ,通过仿真验证了分析结果。
4) linear superposition
线性叠加
1.
In this paper,a adjustment factor α(m) has been introduced to define the linear superposition feedback,and the computation amount of the algorithm has been greatly decreased by using simple correlation operation in stead of the complicated LLR operation in the conventional product iterative decoding.
算法对多维乘积码实施turbo迭代译码时,通过校正因子α(m)的引入定义了线性叠加反馈,从而用简单的相关运算代替了传统乘积码迭代译码中复杂的LLR运算,降低了译码复杂度。
2.
In this paper,based on the analysis of the characteristics of the KdV-Burgers equation and KdV-Burgers-Kuramoto equation,a method is presented to construct the exact solutions for the KdV-Burgers equation and KdV-Burgers-Kuramoto equation from those of the Burgers equation together with KdV equation and KdV equation together with Kuramoto-Sivashinsky equation by linear superposition.
基于对KdV-Burgers方程和KdV-Burgers-Kuramoto方程特点的分析,提出了一种由Burgers方程的解和KdV方程的解通过线性叠加构造KdV-Burgers方程的解以及由KdV方程的解和Kuramoto-Sivashinsky方程的解通过线性叠加构造KdV-Burgers-Kuramoto方程的解的方法,并用该法求得了KdV-Burgers方程和KdV-Burgers-Kuramoto方程的若干精确解。
3.
In view of the fact that the peak area ratio and peak height ratio,which is used to calculate the productivity contribution of commingled producing wells at present,do not follow the linear superposition theory,the quantification of GC fingerprint compound is difficult.
针对目前合采井单层贡献率定量计算中采用峰面积(或峰高)比值不具线形叠加及多层配比实验工作量的繁重性,基于浓度线性叠加理论,以单层化合物质量浓度和合采油层指纹峰面积(或峰高)比值进行建模,再采用求得全局最小值较好的模拟退火算法进行优化,求得单层产能贡献率。
5) linear combination state
线性叠加态
6) linear system additivity
线性系统叠加性
补充资料：相干散射和非相干散射
再辐射的光量子频率和被吸收的光量子频率准确相等的散射过程称为相干散射。在相干散射的情况下，源函数准确地等于平均辐射强度。再辐射的光量子频率和被吸收的光量子频率不相等的散射过程称为非相干散射。在天体物理中，存在一系列因素使散射过程成为非相干散射。主要的因素是：原子的能级有一定的宽度、原子的热运动和湍动以及压力效应等。对于非相干散射，源函数是相当复杂的。
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