
doi: 10.1115/1.3162532
A semi-implicit algorithm is presented for direct time integration of the structural dynamics equations. The algorithm avoids the factoring of the implicit difference solution matrix and mitigates the unacceptable accuracy losses which plagued previous semi-implicit algorithms. This substantial accuracy improvement is achieved by augmenting the solution matrix with two simple diagonal matrices of the order of the integration truncation error.
Vibrations in dynamical problems in solid mechanics, Numerical and other methods in solid mechanics, structural dynamics equations, accuracy, semi-implicit algorithm, factoring of implicit difference solution matrix, Other matrix algorithms, direct time integration, Other numerical methods in solid mechanics
Vibrations in dynamical problems in solid mechanics, Numerical and other methods in solid mechanics, structural dynamics equations, accuracy, semi-implicit algorithm, factoring of implicit difference solution matrix, Other matrix algorithms, direct time integration, Other numerical methods in solid mechanics
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