array patterning造句
例句与造句
- Microsoft s . net also recognizes this wrapped array pattern and generates friendly c code
Net也认可这种包装的数组模式，并且生成友好的c #代码。 - It ' s necessary to take mutual coupling of arrays into account in the research of array pattern synthesis
摘要在天线阵综合的实际情况中，考虑阵元间的互耦影响是十分必要的。 - Simulation and experiments show that for point array or hole array patterns with the same sizes maskless interference photolithography is much simple than the traditional photolithography
模拟和实验结果表明，对点阵或孔阵图形，在同样的图形尺度下，无掩模干涉光刻比传统光刻简单得多。 - Until standards bodies recognize and map this wrapped array pattern appropriately , this solution is something you should apply only if you really must distinguish a null array from an empty array
只有在标准组织适当地认可和映射这个包装的数组模式之后，您才能应用这一解决方法（如果您确实需要区别零数组和空数组的话） 。 - On the base of above it , this paper discuss the synthesis of optimum distributed arrays by nonuniform spacing in the sense of dolph - chebyshev . having derived the equations of optimum element distribution , we analyze the exponentially spaced array , which are optimum when the elements are isotropic and equally weighted , and the array by general raised cosine function . the formulate for estimating the sidelobe envelope , beamwidth of the array pattern and clean region width are obtained
推导了最佳阵元分布方程,分别对阵元无方向性和等加权时的最佳分布式阵列? ?指数间隔阵列和采用广义升余弦加权的最佳分布式阵列进行了分析,推导了天线方向图旁瓣包络、波束宽度,干净扫描区宽度的估计公式,给出了近轴旁瓣电平与阵列参数的关系。 - It's difficult to find array patterning in a sentence. 用array patterning造句挺难的
- The main tasks finished in this paper include : 1 . this thesis deduces circular arrays and line arrays pattern ’ s synthesis function and compares their performance and characteristics according to simulation results . also the influence of amplitude and phase quantification is analyzed in array signal
本文主要完成的工作: 1 .推导圆形阵列和线形阵列方向图综合函数,根据仿真结果分析并比较了圆阵和线阵的性能和特点,并在此基础上分析了幅相量化在阵列信号处理中产生的影响。 - In chapter 4 , a chebyshev method beamforming for uniform circular arrays ( ucas ) is proposed based on dolph - chebyshev method for uniform linear arrays ( ulas ) . this method is that it computationally efficient which makes it eminently suitable for real - time beamforming and beamstearing applications . we describe the new approach for synthesizing array patterns with guaranteed least sidelobe levels for any look direction
我们对基于均匀线阵dolph - chebyshev波束合成方法进行研究，提出了基于均匀圆阵dolph - chebyshev波束合成算法，即期望信号在任意入射角度时，均能保证同样的主瓣宽度和最小旁瓣电平的阵列方向图合成算法。