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- W2377126288 abstract "The finite element method of lines(FEMOL) is a general and powerful semi-discretized method for BVPs. By viewing it as a generalized one-dimensional method, the well-established Element Energy Projection(EEP) method for super-convergence computation and the corresponding self-adaptive strategy in one-dimensional FEM can readily be incorporated into FEMOL, making the semi-discretized method to be a fully analytical and numerically exact method. Based on the earlier successful implementation of linear self-adaptive strategy in two-dimensional FEMOL analysis, the present paper intends to give a brief report of recent success and progress in adaptively solving two-dimensional free vibration problems. The paper briefly describes the main ideas of the self-adaptive strategy in the two-dimensional FEMOL analysis of free vibration problems, which forms a clean, simple, effective and reliable algorithm that can adaptively produce FEMOL results with accuracy of both the frequency and the mode satisfying the user specified error tolerance in a most restrict form. The numerical examples given show that the proposed method is highly efficient, stable, general and reliable." @default.
- W2377126288 created "2016-06-24" @default.
- W2377126288 creator A5024771530 @default.
- W2377126288 date "2014-01-01" @default.
- W2377126288 modified "2023-09-26" @default.
- W2377126288 title "NEW PROGRESS IN SELF-ADAPTIVE FEMOL ANALYSIS OF 2D FREE VIBRATION PROBLEMS" @default.
- W2377126288 hasPublicationYear "2014" @default.
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