
In this article, direct variation methods of solutions for hyper-singular equations of dipole antennas are developed. Numerical calculations are carried out and their high performance is demonstrated.
Развиты прямые вариационные методы решения гиперсингулярных уравнений вибраторных антенн. Проведены численные расчеты, показана их высокая эффективность.
ПРЯМЫЕ ВАРИАЦИОННЫЕ МЕТОДЫ,ГИПЕРСИНГУЛЯРНОЕ УРАВНЕНИЕ,ЧИСЛЕННО-АСИМПТОТИЧЕСКИЙ МЕТОД,ЧИСЛЕННО-АНАЛИТИЧЕСКИЙ МЕТОД,ВИБРАТОРНАЯ АНТЕННА,ПОЛИНОМЫ ЧЕБЫШЕВА ВТОРОГО РОДА,ЭНЕРГЕТИЧЕСКОЕ ПРОСТРАНСТВО,DIRECT VARIATION METHODS,HYPER-SINGULAR EQUATION,NUMERICAL-ASYMPTOTIC METHOD,NUMERICAL-ANALYTICAL METHOD,DIPOLE ANTENNA,CHEBYSHEV POLYNOMIALS OF THE SECOND KIND,ENERGETIC SPACE
ПРЯМЫЕ ВАРИАЦИОННЫЕ МЕТОДЫ,ГИПЕРСИНГУЛЯРНОЕ УРАВНЕНИЕ,ЧИСЛЕННО-АСИМПТОТИЧЕСКИЙ МЕТОД,ЧИСЛЕННО-АНАЛИТИЧЕСКИЙ МЕТОД,ВИБРАТОРНАЯ АНТЕННА,ПОЛИНОМЫ ЧЕБЫШЕВА ВТОРОГО РОДА,ЭНЕРГЕТИЧЕСКОЕ ПРОСТРАНСТВО,DIRECT VARIATION METHODS,HYPER-SINGULAR EQUATION,NUMERICAL-ASYMPTOTIC METHOD,NUMERICAL-ANALYTICAL METHOD,DIPOLE ANTENNA,CHEBYSHEV POLYNOMIALS OF THE SECOND KIND,ENERGETIC SPACE
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