Singular boundary method Meshless boundary collocation method Method of fundamental solutions Origin intensity factor Orthotropic elastic problems a b s t r a c t The singular boundary method (SBM) is a recent strong-form boundary discretization numerical technique and can be viewed as one kind of modified method of fundamental solutions (MFSs). Although the method has been successfully used in many fields of engineering analysis, there has been no attempt yet to present a work discussing the mathematical background of the method. This paper fills this gap in the SBM and documents the first attempt to apply the method to the solution of orthotropic elastic problems. Three benchmark numerical problems are tested to demonstrate the feasibilit...
This study makes the first attempt to apply the singular boundary method (SBM), a meshless boundary ...
Assuming linear displacements and constant strains and stresses at infinity, we re-formulate the equ...
Assuming linear displacements and constant strains and stresses at infinity, we re-formulate the equ...
AbstractThis study documents the first attempt to apply the singular boundary method (SBM), a novel ...
Abstract. This study proposes a new formulation of singular boundary method (SBM) to solve the 2D po...
AbstractThis study documents the first attempt to apply the singular boundary method (SBM), a novel ...
The singular boundary method (SBM) is a novel boundary-type meshless method based on the fundamental...
Abstract:- In this study, an improvement is introduced to solve the linear orthotropic plane problem...
The boundary element method is a more suitable technique than the finite element method for problems...
The singular boundary method (SBM) is a novel boundary-type meshless method based on the fundamental...
Scuola Scienza e Tecnica "B.Telesio" Dottorato di Ricerca in Meccanica Computazionale, Ciclo XXVII, ...
The singular boundary method (SBM) is a recent boundary-type collocation scheme with the merits of b...
This paper revisits the real variable fundamental solution approach to the Boundary Integral Equatio...
ABSTRACT. The paper is devoted to plane problems of orthotropic bodies in a dual formulation. After ...
Assuming linear displacements and constant strains and stresses at infinity, we re-formulate the equ...
This study makes the first attempt to apply the singular boundary method (SBM), a meshless boundary ...
Assuming linear displacements and constant strains and stresses at infinity, we re-formulate the equ...
Assuming linear displacements and constant strains and stresses at infinity, we re-formulate the equ...
AbstractThis study documents the first attempt to apply the singular boundary method (SBM), a novel ...
Abstract. This study proposes a new formulation of singular boundary method (SBM) to solve the 2D po...
AbstractThis study documents the first attempt to apply the singular boundary method (SBM), a novel ...
The singular boundary method (SBM) is a novel boundary-type meshless method based on the fundamental...
Abstract:- In this study, an improvement is introduced to solve the linear orthotropic plane problem...
The boundary element method is a more suitable technique than the finite element method for problems...
The singular boundary method (SBM) is a novel boundary-type meshless method based on the fundamental...
Scuola Scienza e Tecnica "B.Telesio" Dottorato di Ricerca in Meccanica Computazionale, Ciclo XXVII, ...
The singular boundary method (SBM) is a recent boundary-type collocation scheme with the merits of b...
This paper revisits the real variable fundamental solution approach to the Boundary Integral Equatio...
ABSTRACT. The paper is devoted to plane problems of orthotropic bodies in a dual formulation. After ...
Assuming linear displacements and constant strains and stresses at infinity, we re-formulate the equ...
This study makes the first attempt to apply the singular boundary method (SBM), a meshless boundary ...
Assuming linear displacements and constant strains and stresses at infinity, we re-formulate the equ...
Assuming linear displacements and constant strains and stresses at infinity, we re-formulate the equ...