Application of the scaled boundary finite element method (SBFEM) in free vibration and
transient dynamic problems of the composite magneto-electro-elastic (MEE) cylindrical shell …

Abstract By combining the Multiscale Scale Boundary Finite Element Method (MsSBFEM)
and the Temporally Piecewise Adaptive Algorithm (TPAA), a new numerical model is …

In this study, the crack problem in linear viscoelastic material is investigated numerically.
The time dependent two-dimensional (2D) viscoelastic crack problem is treated by the …

提出一种基于分段时域自适应算法和等几何分析的求解粘弹性问题的数值方法.
利用时域分段展开, 建立了递推格式的比例边界元求解方程, 环向比例边界采用等几何技术离散 …

A gradient based numerical method is put forward to solve the inverse dynamic viscoelastic
problem with multi-variable identification for the constitutive and TKBC (third kind boundary …

Abstract Scaled Boundary Finite Element Method (SBFEM) and a temporally adaptive
algorithm are combined to solve viscoelastic problems. By expanding variables at a …

Integrating the advantages of the Scaled Boundary Finite Element Method (SBFEM) and a
temporally piecewise adaptive algorithm (TPAA), an effective numerical approach is …

The multiscale method provides an effective approach for the numerical analysis of
heterogeneous viscoelastic materials by reducing the degree of freedoms (DOFs). A basic …

This paper aims to propose efficient algorithms for the full-scale forward and inverse interval
analysis of dynamic viscoelastic problems. Underpinned by a reliable deterministic forward …

A package solution is presented for the full-scale bounds estimation of temperature in the
nonlinear transient heat transfer problems with small or large uncertainties. When the …