片语

subarray configuration子阵结构

Subarray lobe子阵波瓣

virtual subarray虚拟子阵列

antenna subarray天线子阵

subarray excited子阵激励

Subarray Averaging子序列平均

subarray beamforming子阵波束形成

subarray level子阵级

英汉例句

• Then, the algorithms of partially adaptive beamforming based on irregular subarray have been put emphasis upon.

  重点研究的是适合不规则子阵结构的子阵级自适应波束形成算法。

• Simulation results show that besides aperture distribution at element level and subarray level, the overlap ratio mainly decides the sidelobe performance.

  仿真结果表明在子阵叠加结构中，除了在子阵级和单元级使用加权分布降低副瓣电平外，子阵叠加比决定了阵列的副瓣性能。

• The mathematics model of MUSIC at subarray level was proposed and simplified array manifolds were adopted.

  提出了子阵级MUSIC的数学模型并应用了简化的阵列流形。

• The simplified array manifold based on approximate ideal subarray patterns was constructed.

  构造了基于近似理想子阵方向图的简化阵列流形。

• Good sidelobe performance can be achieved over wideband when subarray overlap ratio equals 2 and Taylor weight distribution is used at element and subarray stage.

  当在子阵级和单元级使用泰勒分布，并且子阵叠加比为2时，工作在宽带、宽角下的阵列可以获得较好的副瓣性能。

• Our research work comes from a project of line array antenna「s ADBF system. In this paper two subjects are discussed: subarray partition of the line array and ADBF algorithms.

  本课题来源于大型线性阵列部分自适应波束形成技术的研究项目，论文中主要讨论其中的两个关键技术：adbf算法、线性阵列的子阵划分处理。

• We analyze the pattern function of DBF in subarray under the ideal condition and with channel mismatch, and give the pattern functions of sum and difference beam.

  本文分析了子阵dBF在理想通道条件及通道失配情况下的方向性函数，给出了其和差波束方向性函数特性。

• Partition subarray is a complicated nonlinear optimization task and traditional linear optimization algorithms do not work.

  对于子阵进行划分，是一个复杂的非线性优化问题，传统的优化算法无法胜任。

• Next, you can shuffle each subarray and make cards at the same time. (Don」t forget: The very middle space is usually a free spot.)

  接下来，您可以置换每个子数组并且同时制作牌（不要忘记：中间的部分通常是一张任意的牌）。

• Computer simulations are given based on the proposed methods and also the results analysis. All these demonstrate the correctness of using GA for subarray segmentation in plane phased array.

  对提出的各种方法进行了计算机模拟仿真，以及结果分析，证明了利用遗传算法对于平面相控阵进行子阵划分结果的正确性。

• Thus, partially adaptive beamforming based on subarray is suitable for the large phased array system.

  所以，对于大型相控阵，一般采用子阵级部分自适应波束形成算法来处理。

• A subarray dividing approach to space time adaptive processing is presented.

  提出了一种适用于空时自适应信号处理的子阵划分方法。

• The adaptive monopulse at subarray level is required for applying monopulse technique in multi-function phased array radar.

  子阵级自适应单脉沖是将单脉沖测角应用于多功能相控阵雷达所需要采用的技术。

• Appends the string representation of a specified subarray of Unicode characters to the end of this instance.

  在此实例的结尾追加指定的单精度浮点数的字符串表示形式。

• By using coding and decoding methods of 「start point」, subarray configuration is successfully converted into binary system codes.

  利用「生长点」的编解码方法成功实现了由阵列结构到二进制编码的转换。

• Converts the numeric value of each element of a specified subarray of bytes to its equivalent hexadecimal string representation.

  将指定的字节数组的每个元素的数值转换为它的等效十六进制字符串表示形式。

• The results show that different subarray has different characteristics, especially the longest one, and can be explained by two dimension geometrical factor.

  结果表明，不同子阵列的特性差异较大，尤其是长子阵列，并用各子阵列的二维几何因子解释了其产生的原因。

• If each subarray has the same length, a multidimensional array may be more useful.

  如果每个子数组都具有相同的长度，则多维数组更适用。