
С использованием конечного интегрального косинус-преобразования Фурье получено аналитическое решение задачи о нестационарном температурном поле в квадратной области с неоднородными граничными условиями 2-го рода, которые модифицированны функциями Хэвисайда
Using the finite integral Fourier cosine transform, an analytical solution of the nonstationary temperature field in a square area with inhomogeneous boundary conditions of the 2nd kind, which modified Heaviside functions, is obtained
INTEGRATED FOURIER'S COSINE TRANSFORMATION, HEVISAYD'S FUNCTIONS, ДИНАМИЧЕСКОЕ РАСПРЕДЕЛЕНИЕ ТЕМПЕРАТУРНОГО ПОЛЯ, ИНТЕГРАЛЬНОЕ КОСИНУС-ПРЕОБРАЗОВАНИЕ ФУРЬЕ, ФУНКЦИИ ХЭВИСАЙДА
INTEGRATED FOURIER'S COSINE TRANSFORMATION, HEVISAYD'S FUNCTIONS, ДИНАМИЧЕСКОЕ РАСПРЕДЕЛЕНИЕ ТЕМПЕРАТУРНОГО ПОЛЯ, ИНТЕГРАЛЬНОЕ КОСИНУС-ПРЕОБРАЗОВАНИЕ ФУРЬЕ, ФУНКЦИИ ХЭВИСАЙДА
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