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Ultraconveniently finding multiple solutions of complex transcendental equations based on genetic algorithm

机译:基于遗传算法的超简单复杂方程组的多重求解

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摘要

Getting all multiple solutions of complex transcendental equations is very important in scientific computing. A new and effective algorithm combining Genetic Algorithm (CA) with Parameter 'Racking Scheme (PTS) and Dynamic Searching Area (DSA) is developed. By using the algorithm, the rooting problem of all kinds of complex and transcendental equations ill electromagnetic field can be solved successfully, such as the eigenvalue equation of surface wave of microstrip antenna fed with coaxial line, the complex transcendental equation of medium permittivity that is measured by the method of terminal short circuit, and the characteristic equation of rectangular waveguide that is filled partially by magnetic materials and so forth. The computing results have good agreements with known outcomes of these questions obtained by other methods, for instance, Kuhn algorithm and iterative method. As compared with other schemes, the algorithm has some advantages, such as initial value and gradient information free, completeness, robustness, generalization., and precision etc.
机译:在科学计算中,获取复杂的超越方程的所有多重解非常重要。开发了一种新的有效算法,将遗传算法(CA)与参数'机架方案(PTS)和动态搜索区域(DSA)相结合。通过使用该算法,可以成功解决电磁场引起的各种复杂的超越方程的生根问题,如同轴线馈电的微带天线的表面波特征值方程,介质介电常数的复杂超越方程。通过端子短路的方法,以及部分被磁性材料填充的矩形波导的特性方程等。计算结果与通过其他方法(例如Kuhn算法和迭代方法)获得的这些问题的已知结果具有良好的一致性。与其他方案相比,该算法具有无初始值和梯度信息,完整性,鲁棒性,泛化和精度高等优点。

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