
Based on the mathematical model of a liquid crystal in the acoustic approximation, the system of two equations of second-order was obtained for tangential stress and angular velocity. Computational algorithm for numerical solution of boundary-value problems is worked out, implemented as a parallel program in the С language using the CUDA technology
На основе математической модели жидкого кристалла в акустическом приближении получена система двух уравнений второго порядка для касательного напряжения и угловой скорости. Разработан алгоритм численного решения краевых задач, который реализован в виде параллельной программы на языке Си по технологии
ЖИДКИЙ КРИСТАЛЛ,МОМЕНТНАЯ СРЕДА,ДИНАМИКА,КОНЕЧНО-РАЗНОСТНАЯ СХЕМА,ПАРАЛЛЕЛЬНЫЙ ВЫЧИСЛИТЕЛЬНЫЙ АЛГОРИТМ,ТЕХНОЛОГИЯ CUDA,LIQUID CRYSTAL,MOMENT MEDIUM,DYNAMICS,FINITE-DIFFERENCE SCHEME,PARALLEL COMPUTATIONAL ALGORITHM,CUDA TECHNOLOGY
ЖИДКИЙ КРИСТАЛЛ,МОМЕНТНАЯ СРЕДА,ДИНАМИКА,КОНЕЧНО-РАЗНОСТНАЯ СХЕМА,ПАРАЛЛЕЛЬНЫЙ ВЫЧИСЛИТЕЛЬНЫЙ АЛГОРИТМ,ТЕХНОЛОГИЯ CUDA,LIQUID CRYSTAL,MOMENT MEDIUM,DYNAMICS,FINITE-DIFFERENCE SCHEME,PARALLEL COMPUTATIONAL ALGORITHM,CUDA TECHNOLOGY
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