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Combined Discrete/Finite Element Multiscale Numerical Method and Its Application
XU Jian-long, TANG Zhi-ping
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS
2003, 20 (6):
477-482.
Analysis of a variety of engineering problems requires computations at different length scales. A combined discrete/finite element numerical method is proposed and generated to meet this requirement. This method performs discrete element method at meso-scale to reach necessary precision, and finite element method at macro-scale to save the computation time and cost. The key point for this method is to define a special transition layer between the discrete element zone and the finite element zone. This new method is applied to simulate the failure response of a pre-stressed aluminum plate under laser irradiation and find agreement between the computationan result and the experimental result.
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