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Explicit integration of structural problems
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P. Bergen, et al (eds.)
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Belytschko, T.1
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2
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Multi-time-step integration using nodal partitioning
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P. Smolinski, T. Belytschko and M. Neal, 'Multi-time-step integration using nodal partitioning', Int. j. numer. methods eng., 26, 349-359 (1988).
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Smolinski, P.1
Belytschko, T.2
Neal, M.3
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3
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Explicit-explicit subcycling with non-integer time step ratios for structural dynamic systems
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M. O. Neal and T. Belytschko, 'Explicit-explicit subcycling with non-integer time step ratios for structural dynamic systems', Comput. Struct., 31, 871-880 (1989).
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Comput. Struct.
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Neal, M.O.1
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An explicit multi-time step integration for parabolic and hyperbolic systems
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ASME, New York
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T. Belytschko and Y. Y. Lu, 'An explicit multi-time step integration for parabolic and hyperbolic systems', in New Methods Trans. Anal., PVP-Vol. 246/AMD-Vol. 143; ASME, New York, 1992, pp. 25-39.
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Belytschko, T.1
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5
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T. Belytschko, private communication, 1995.
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(1995)
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Belytschko, T.1
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6
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84985385958
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Convergence of an element-partitioned subcycling equation for the semi-discrete heat equation
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T. J. R. Hughes, T. Belytschko and W. K. Liu, 'Convergence of an element-partitioned subcycling equation for the semi-discrete heat equation', Numer. Methods Partial Differential Equations, 3, 131-137 (1987).
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Numer. Methods Partial Differential Equations
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Hughes, T.J.R.1
Belytschko, T.2
Liu, W.K.3
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7
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0026981287
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Explicit multi-time step methods for structural dynamics
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ASME, New York
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P. Smolinski and S. Sleith, 'Explicit multi-time step methods for structural dynamics', in New Methods in Trans. Anal., PVP-Vol. 246/AMD-Vol. 143, ASME, New York, 1992, pp. 1-4.
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Smolinski, P.1
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8
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0030192828
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Stability of an explicit multi-time step integration algorithm for linear structural dynamics equations
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P. Smolinski, S. Sleith and T. Belytschko, 'Stability of an explicit multi-time step integration algorithm for linear structural dynamics equations', Comput. Mech., 18, 236-244 (1996).
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Comput. Mech.
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Smolinski, P.1
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A study of the stability of subcycling algorithms in structural dynamics
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to be published
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W. J. T. Daniel, 'A study of the stability of subcycling algorithms in structural dynamics', Comput. Methods Appl Mech. Eng., to be published.
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Comput. Methods Appl Mech. Eng.
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Daniel, W.J.T.1
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