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A time-discontinuous Galerkin method based upon using a finite element formulation in time has
evolved. This method, working from the differential equation viewpoint, is different from those which
have been generally used. They admit discontinuities with respect to the time variable at each time
step. ln particular, the elements can be chosen arbitrarily at each time step with no connection with
the elements corresponding to the previous step. lnterpolation functions and weighting functions are
taken to be discontinuous across inter-element boundaries. These methods lead to a unconditional
stable higher-order accurate ordinary differential equation solver.????
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The Effect of Fluid-Structure Interaction on
the Dynamic Response of R..
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Floor Response Spectra Analysis Including
Correlations of Multiple Sup..
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