1) incoherently distributed source
非相干分布源
1.
Parameter estimator for incoherently distributed source based on matrix rebuild
基于矩阵重构的非相干分布源参数估计方法
2.
Thus such separation realizes separable estimations of 2D-DOA and angular spread for incoherently distributed sources.
介绍了一种新的非相干分布源的2D-DOA与角度扩展估计方法。
2) coherently distributed source
相干分布源
1.
A method for the 2D central DOA estimation of coherently distributed sources
一种相干分布源二维中心DOA估计方法
2.
The Gaussian approximation model for coherently distributed source is studied.
根据反射和散射面的粗糙等情况，分布源可分为相干分布源和非相干分布源。
3) coherently distributed source
相干分布式信源
1.
Parameter estimation based on Schur-Hadamard product beamforming for coherently distributed source;
基于Schur-Hadamard积波束形成的相干分布式信源参数估计
2.
To estimate the 2D DOA(direction of arrival) of local scattered signals,a novel algorithm is suggested on the basis of L-shape array of coherently distributed source by way of reducing the steering vectors from coherently distributed source in form of integral to the Schur-Hadamard product of the steering vector from point source and real vector.
研究了将相干分布式信源积分形式的方向向量化简为点信源方向向量与实向量的Schur-Hadamard积的方法,提出了一种基于L阵的相干分布式信源二维波达方向分离估计算法。
3.
The propagator method is suggested to estimate the central DOA(direction of arrival) of distributed sources especially the incoherently distributed sources.
采用传播因子估计分布式信源中心波达方向的算法,尤其是对于不相干分布式信源,利用泰勒级数将其方向向量进行一阶近似,得到形式上与点信源类似的分布式信源方向向量,再利用传播因子算法来估计其中心波达方向,有效地解决了角度扩散较小且角度信号密度不同的相干和不相干分布式信源中心波达方向估计问题。
4) incoherent source
非相干源
6) incoherent optical source
非相干光源
1.
For an SOA with an active region with a wide material gain spectrum,an optimal antireflection coating helps to realize an SOA-based incoherent optical source with a high.
结果表明,不恰当的抗反膜会严重减小输出光谱的带宽;而在采用具有宽带材料增益谱的有源区基础上,结合抗反膜的优化设计,则可以获得既宽又平坦的非相干光源。
补充资料：相干
互相干犯：各处其位，守其职，而不得相干也。现指关涉：与你不相干。
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