
В работе исследована краевая задача для модельного уравнения смешанного парабологиперболического типа третьего порядка. Доказана теорема о единственности и существовании регулярного решения исследуемой задачи. Решение исследуемой задачи выписано в явном виде. In this paper, a boundary value problem for a model inhomogeneous mixed parabolichyperbolic type equation of third order is investigated. A theorem on uniqueness and the existence of a regular solution of the problem under investigation is proved. The solution of the investigated problem is written out in an explicit form.
Science, Q, carbon nanoparticles, потенциал Леннарда-Джонса, равновесное расстояние, молекула фуллерена, graphite plate, lennard jones potential, Lennard Jones potential, графитовая пластина, углеродные наночастицы, equilibrium distance, fullerene molecule
Science, Q, carbon nanoparticles, потенциал Леннарда-Джонса, равновесное расстояние, молекула фуллерена, graphite plate, lennard jones potential, Lennard Jones potential, графитовая пластина, углеродные наночастицы, equilibrium distance, fullerene molecule
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