In this study, a novel composite time integration method is proposed for more accurately and
efficiently solving typical structural dynamic problems. In this method, the second-order …

This paper develops a family of optimized n-sub-step time integration methods for structural
dynamics, in which the generalized trapezoidal rule is used in the first (n− 1) sub-steps, and …

The existing three-parameter single-step time integration methods, such as the Generalized-
α α method, improve numerical dissipation by modifying equilibrium equation at time points …

In this study, a novel single-step explicit time integration method based on momentum
corrector technique is proposed. The algorithmic procedure is formulated using cubic B …

Time integration methods are frequently used in the analysis of general dynamic systems.
Numerical experiments have shown that for nonlinear dynamic systems, some time …

An improved time integration scheme is proposed for linear and nonlinear dynamics. The
proposed scheme has two free parameters which control numerical dissipation and …

In this paper, a new structure-dependent unconditionally stable time-integration method is
presented for structural dynamic analysis. The proposed method not only benefits from a …

To achieve high accuracy, conventional time integration methods require small time steps,
especially when applied to large‐scale finite element systems. The use of small time steps …

A new family of time integration methods is formulated. The recommended technique is
useful and robust for the loads with large variations and the systems with nonlinear damping …

The precise time step integration method proposed for linear time-invariant homogeneous
dynamic systems can provide precise numerical results that approach an exact solution at …