Multi-Scale Analysis and Microscopic Stress Evaluation for Ceramics Considering the Random Microstructures
スポンサーリンク
概要
- 論文の詳細を見る
A multi-scale computational method using the homogenization method is applied to the stress analysis of ceramics considering the random and complex microstructure three-dimensionally. The main purpose of this paper is to propose a numerical method to understand quantitatively the microscopic stress distribution in the random microstructure especially for porous ceramics. The voxel mesh is used to model the microstructure automatically with the help of the image-based modeling technique. In the analysis of porous alumina with needle-like random pores, the distance from the nearest pore is measured for all the voxel elements, which is plotted with the histogram of the microscopic stress distribution. This is of great help to study the relation between the stress concentration and the pore geometry and dispersion.
- 一般社団法人日本機械学会の論文
- 2003-10-15
著者
-
TAKANO Naoki
Department of Manufacturing Science, Osaka University
-
Zako Masaru
Department Of Management Of Industry And Technology Graduate School Of Engineering Osaka University
-
Takano Naoki
Department Of Manufacturing Science Osaka University
-
KIMURA Keiichi
Synergy Ceramics Laboratory
-
KUBO Futoshi
Graduate Student, Osaka University
-
Kubo Futoshi
Graduate School Of Osaka University
関連論文
- DESIGN OF MICROSTRUCTURES FOR THE EMERGENCE OF MACROSCOPIC FUNCTION BY HOMOGENIZATION METHOD AND GENETIC ALGORITHMS
- On Reliability Evaluation of a Diaphragm in a Light Touch Switch(Reliability Engineering in Materials and Structures)
- Evaluation on Fatigue Characteristics of Thin Plates for Diaphragms(Reliability Engineering in Materials and Structures)
- Evaluation on Fatigue Characteristics of Thin Plates for Diaphragms
- Two-Dimensional Quantitative Analysis of Preferential Alignment of BAp c-axis for Isolated Human Trabecular Bone Using Microbeam X-ray Diffractometer with a Transmission Optical System
- 418 Multi-scale Finite Element Analysis of Porous Ceramics Joint
- Stress Analysis of Endodontically Treated Anterior Teeth Restored with Different Types of Post Material
- Finite Element Analysis of Fiber-reinforced Fixed Partial Dentures
- Numerical Study on the Morphology and Mechanical Role of Healthy and Osteoporotic Vertebral Trabecular Bone
- Efficient Modeling of Microscopic Heterogeneity and Local Crack in Composite Materials by Finite Element Mesh Superposition Method
- Multi-Scale Analysis and Microscopic Stress Evaluation for Ceramics Considering the Random Microstructures
- Three-Dimensional Microstructural Modeling and Homogenization of Porous Alumina with Needle-Like Pores
- STRESS ANALYSIS OF SANDWICH PLATE BY THE HOMOGENIZATION METHOD
- Approach to Analysis of Mechanical Behavior of Textile Composites by Inclusion Element Method
- MACRO-MICRO UNCOUPLED HOMOGENIZATION PROCEDURE FOR MICROSCOPIC NONLINEAR BEHAVIOR ANALYSIS OF COMPOSITES
- Biomechanics of Jaw Bone Considering Structural Properties of Trabecular Bone
- Monte Carlo Simulation of Dynamic Problem Using Model Order Reduction Technique Highlighting on Tail Probability
- Association between the peri-implant bone structure and stress distribution around the mandibular canal: A three-dimensional finite element analysis
- Consideration of shear modulus in biomechanical analysis of peri-implant jaw bone: Accuracy verification using image-based multi-scale simulation
- Reduction of Finite Element Mesh and Model Order for Fast Dynamic Analysis of Global/Local Problem
- Insertion Testing of Polyethylene Glycol Microneedle Array into Cultured Human Skin with Biaxial Tension
- Consideration of shear modulus in biomechanical analysis of peri-implant jaw bone : Accuracy verification using image-based multi-scale simulation
- F407 Practical Monte Carlo Simulation for Highly Non-Linear Problem