By calculating the number of valence electron shell, we can gain the geometry array of the electronic pair, and then judge the molecular structures.
计算出价层电子对数，得到电子对的几何排布，从而判断出分子的几何构型。
TRIANGLE_INDICES defines the geometry using the indices of the VERTEX_POSITIONS array and can thus reuse vertices.
TRIANGLE_INDICES使用VERTEX _ POSITIONS数组索引定义几何图形，使顶点可重用。
Based on the minimum interference suppression ratio, the paper presents a design method for linear array geometry, which is different from the conventional equispaced linear array.
提出了一种基于最小干扰抑制比技术的线阵几何设计方法，它不同于传统的等间距设计方法。
The simulation results demonstrate our algorithm to be of high-resolution and high-precision with arbitrary array geometry.
计算机模拟结果证实了该算法对不同阵列获取的信号的测频有效性并显示出良好的高分辨、高精度性能。
The proposed method can been applied to an array of arbitrary geometry and is robust to the estimation errors of the source directions.
另外，该方法可以适用于任意的阵列结构，并且对期望信号和相干信号方向估计误差具有很强的稳健性。
Constant geometry FFTs are kept constant flow diagram from pass to pass, which can simplify some programs or hardware design and modularize array or pipeline FFT processors.
定常结构FFT的每级流图均具有相同的流图结构，因而易于编程，在FFT硬件处理器中使控制器得到简化，同时使阵列处理器和流水线处理器易于实现模块化。
The problem of bearing estimation of coherent signals impinging on an array of arbitrary geometry is studied. Two methods are developed.
本文提出了两种处理非均匀或任意形状阵列上相干信号空间谱估计的方法阵列数据变换法和不变子空间旋转法。
The proposed algorithm is suitable for irregular array geometry, and requires no parameter pairing nor two-dimensional searching.
与已有算法相比，该算法适用于不规则阵列结构，且具有无需配对和二维搜索等特点。
Based on specially array geometry designation, the angular spread could be estimated by substituting the estimated DOA into the amplitude information vector.
根据相干分布源的近似模型可知，在小角度扩展情况下，角度扩展主要影响广义方向向量各元素的幅度。
Based on specially array geometry designation, the angular spread could be estimated by substituting the estimated DOA into the amplitude information vector.
根据相干分布源的近似模型可知，在小角度扩展情况下，角度扩展主要影响广义方向向量各元素的幅度。
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