Zobrazeno 1 - 10
of 27
pro vyhledávání: '"Takuichiro Ino"'
Publikováno v:
Journal of Multiscale Modelling. 13
The body force method is an elastic stress analysis method based on the principle of superposition, where the concentrated force is distributed to satisfy the boundary conditions to obtain a highly accurate elastic solution. In the problem of orthotr
Publikováno v:
Key Engineering Materials. 827:416-421
A method of analysis for calculating a precise distribution of a stress intensity factor alonga front of 3D crack was improved by introducing a closed-form integral. In the present study, the crackface is discretized with number of triangular boundar
Publikováno v:
Key Engineering Materials. 827:397-403
Based on the principle of a Body Force Method (BFM), any inclusion problem can besolved only by using a Kelvin solution which corresponds to a stress field caused by a point forceacting in a homogeneous infinite plate, regardless of the mechanical pr
Publikováno v:
Key Engineering Materials. 774:583-588
In recent years, due to a remarkable progress of qualified mesh generation algorithms combinedwith computational image processing technologies, a complex shaped 3D crack analysis has been carried out more and more easily by finite element method. Gen
Autor:
Takuichiro Ino, Giora Shatil, Yohei Sonobe, Akihide Saimoto, Md. Abdul Hasib, Atsuhiro Koyama
Publikováno v:
Key Engineering Materials. 754:161-164
In a standard body force method analysis, a mesh division is required to define the boundary of a problem and to solve a governing equation using discretization procedure. However, in the present study, a moving least square strategy is introduced to
Publikováno v:
Key Engineering Materials. 754:123-126
Residual stresses due to excessive internal pressure applied to an array of semi-circular surface notches is analyzed by body force method. The treated problem corresponds to a simple model of the Stealth Dicing (SD) which is expected as an alternati
Publikováno v:
Key Engineering Materials. :1-4
A continously embedded force doublet over the particular region can be regarded as the distributing eigen strain. This fact implies that many sorts of inelastic strain can be replaced by the force doublet. In the present paper, the force doublet is u
Publikováno v:
The Proceedings of the Materials and Mechanics Conference. 2019:OS0214
Publikováno v:
The Proceedings of the Materials and Mechanics Conference. 2019:OS0107
Publikováno v:
The Proceedings of the Materials and Mechanics Conference. 2019:OS0108