Computational Methods and Applications for Numerical Analysis (MDPI - Multidisciplinary Digital Publishing Institute, 2023)
Keywords: 3D solids; acoustic wave; analytic representation; Bernstein–Bézier coefficients; Brazilian disc test; chromium; Clough–Tocher split; clustered eigenpairs; co-simulation; collocation method; computational simulation; coupling; crack evolution; crack growth; defect analysis; doubly connected domain; eigenvalue solver; eigenvector solver; elastic-plastic problems; embedding; error bounds; extrinsic; failure mode; finite element method; frame elements; free vibration; fundamental solution; Gaussian; general Q iteration; global–local; GST; Helmholtz equations; heterogeneous media; high-order enrichment functions; incremental theory; indirect tensile strength; integration error; intrinsic; inverse multiquadric; inverse problems; Julia language; Kansa’s method; Laplace equations; Laplace–Beltrami operator; lattice Boltzmann method; localized meshless collocation method; machine learning; Mathematics and Science; matrix division; meshfree numerical technique; meshless method; multi-dimensional fractional equations; multi-term fractional equations; multiquadric; non-intrusive; nonlinear elliptic equation; numerical analysis; numerical dispersion; numerical integration; numerical methods; numerical simulation; orthogonalization; parallel algorithm; parallel programming; parametric optimization; permeability; Photovoltaic applications; piezoelectric actuator; quasi-interpolation; radial basis function; Reference, Information and Interdisciplinary subjects; reliability analysis; Research and information: general; shell; shortest edge; singular boundary method; SiO2; size effect; Smoothed Finite Element Method (S-FEM); soil–rock mixture; stress constraint; structure optimization; surfaces; symmetric tridiagonal matrix; the shape parameter; thermo-elastic structure; topology optimisation; topology optimization; transient analysis; triangle shape; triangulations; two-parameter homogenization functions; type-1 triangulation; variable step-size; virtual boundary element; wave propagation