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Pattern Synthesis for Array Antennas based on Interpolation Gravitational Search Algorithm

机译:基于插值引力搜索算法的阵列天线方向图综合

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A new algorithm known as interpolation gravitational search algorithm (IGSA) is proposed in this paper when be used to synthesize pattern for array with complicated side lobe and notch. First, a novel and adjustable coefficient q for inertia mass is introduced, which can render the particle large in inertia mass get larger and more attractive to other particles to access to more optimal location, so the convergence can be accelerated through varying the discrepancy of inertia mass M-i(t) of particles in a specific population. Second, a simplified quadratic approximation algorithm (SQA) is interpolated that can make the algorithm perform better in the aspect of optimum seeking, so the computational accuracy can be increased through utilizing the stronger local search ability of SQA. To verify the validation of the algorithm, the proposed IGSA is applied to commit pattern synthesis in terms of different targets. Simulation results show that the IGSA, as a whole, is better than the other algorithms the same kind, mainly because the IGSA can be possessed of faster speed in convergence and perform more accurate in optimization.
机译:提出了一种新的插值重力搜索算法(IGSA),该算法用于合成具有复杂旁瓣和缺口的阵列的方向图。首先,引入了一种新颖且可调节的惯性质量系数q,它可以使惯性质量大的粒子变得更大,并且对其他粒子更具吸引力,从而可以进入更理想的位置,因此可以通过改变惯性差异来加速收敛。特定群体中粒子的质量Mi(t)。其次,对简化的二次逼近算法(SQA)进行插值,可以使该算法在最优查找方面表现更好,因此可以利用更强大的SQA局部搜索能力来提高计算精度。为了验证该算法的有效性,将提出的IGSA应用于针对不同目标的提交模式综合。仿真结果表明,IGSA总体上优于其他同类算法,这主要是因为IGSA具有更快的收敛速度和更精确的优化性能。

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