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Resolving the difficulties caused by geometric corners and discontinuous boundary conditions
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A. K. Mitra and M. S. Ingber, Resolving the difficulties caused by geometric corners and discontinuous boundary conditions. In: Boundary Elements X, Vol. 1, Mathematical and Computational Aspects (Edited by C. A Brebbia, W. L. Wendland and G. Kuhn), pp. 519-532. Springer, Berlin (1987).
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0010334881
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Non-conforming boundary elements for stress analysis
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Irvine, CA (Edited by C. A. Brebbia), Springer, Berlin
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C. Patterson and M. A. Sheikh, Non-conforming boundary elements for stress analysis. In: Proc. 3rd Int. Seminar, Irvine, CA (Edited by C. A. Brebbia), pp. 137-152. Springer, Berlin (1987).
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Patterson, C.1
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Optimum positions for the nodes in discontinuous boundary elements
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Tokyo, Japan, (Edited by M. Tanaka and C. A. Brebbia), Springer, Berlin
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J. M. Xu and C. A. Brebbia, Optimum positions for the nodes in discontinuous boundary elements. In: Proc. 8th Int. Conf., Tokyo, Japan, Vol. II (Edited by M. Tanaka and C. A. Brebbia), pp. 751-767. Springer, Berlin (1986).
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Xu, J.M.1
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1342295876
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The usefulness and the limit of direct regular method in boundary element elastostatic analysis
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Tokyo, Japan. Springer, Berlin
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R. Yuuki, T. Matsumato and H. Kisu, The usefulness and the limit of direct regular method in boundary element elastostatic analysis. In: Boundary Elements VIII, Proceedings of the 8th International Conference, Tokyo, Japan. Vol. II, pp. 715-724. Springer, Berlin (1987).
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Yuuki, R.1
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A new approach to singular kernel integration for general curved elements
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Tokyo, Japan, (Edited by M. Tanaka and C. A. Brebbia), Springer, Berlin
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M. Koizumi and M. Utamura, A new approach to singular kernel integration for general curved elements. In: Proc. 8th Int. Conf., Tokyo, Japan, Vol. II (Edited by M. Tanaka and C. A. Brebbia), pp. 665-675. Springer, Berlin (1986).
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Koizumi, M.1
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6
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0000721460
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A new coordinate transformation method for singular and nearly singular integrals over general curved boundary elements
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Edited by C. A. Brebbia, W. L. Wendland and G. Kuhn. Springer, Berlin
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K. Hayami and C. A. Brebbia, A new coordinate transformation method for singular and nearly singular integrals over general curved boundary elements. In: Boundary Elements, IX, Vol. 1, Mathematical and Computational Aspects (Edited by C. A. Brebbia, W. L. Wendland and G. Kuhn), pp. 375- 399. Springer, Berlin (1987).
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