Active Cooling and Thermal Stress Reduction by Use of Porous Materials : Hollow Cylinder Model
スポンサーリンク
概要
- 論文の詳細を見る
By using the thermoporoelasticity theory proposed previously by the author, thermal stresses induced in a fluid-saturated porous hollow cylinder whose inner surface is heated by burning gas, and the wall of which is cooled by the fluid injection from its outer surface, are analyzed. Two situations of loading conditions are considered : (A) the cylinder is subjected to a sudden rise in temperature of the gas and is simultaneously pressurized at its outer surface to cool the wall, and (B) steady-state cooling is abruptly disturbed by a sudden loss of pressurization, and after a while it is recovered. The main focus is placed on the effect of heat advection due to active fluid pressurization and injection on the reduction of temperature and thermal stresses. Since the formulated problem is an axisymmetric one, the displacement field is decoupled from the temperature and pore-pressure fields which are still coupled to each other. The coupled nonlinear diffusion equations are solved by the implicit Crank -Nicolson method. It has been shown that the active fluid pressurization and injection is effective in suppressing the maximum thermal hoop stress at the outer surface without the occurrence of the excess compressional stress at the inner surface.
- 一般社団法人日本機械学会の論文
- 1993-01-15
著者
関連論文
- Integral Equations for a Planar Crack Subjected to Arbitrary Loadings in a Fluid-Filled, Poroelastic, Infinite Solid
- Fundamental Solutions for a Fluid-Saturated Poroelastic Infinite Space of Transversely Isotropic Permeability
- Integral Equations for a 3D Crack in a Fluid-Saturated Poroelastic Infinite Space of Transversely Isotropic Permeability : Case of Anisotropy Axis Perpendicular to Crack Face
- Active Cooling and Thermal Stress Reduction by Use of Porous Materials : Hollow Cylinder Model
- Fluid Injection into a Dry Poro-Elastic Layer : Its Compaction and Fluid-Front Moving
- Computer Simulation to Evaluate Effective Elastic Moduli of Sintered Spherical Particles : Examination of Simulation Technique by 2D Model
- Bifurcation of a Circular Hollow Cylinder of Ideal Fiber-Reinforced Materials : For a Case of Axial Compression and Axial Reinforcement : Series A : Solid-Mechanics, Strength of Materials
- Bifurcation of an Elastic Stab having Inclined Anisotropy-Axes under Axial Loads
- Bifurcation of an Obliquely Fiber-Reinforced Elastic Slab under Axial Loads
- Instability of an Ideally Fiber-reinforced Elastic Strip under Tension
- Plane Bifurcation of a Fiber-Reinforced Body with a Singular a- or n-Curve
- Instability of an Axially Fiber-Reinforced Elastic Slab under Axial Loads
- Tensile Tests of a Fluid-Filled Poroelastic Core Sample : Theoretical Consideration
- Effects of Cubic Container's Wall or Floor on Random Packing Structures of Spherical Particles
- Compressive Strength of a Laminated Fiber-Reinforced Material
- Finite Plane Deformations of an Ideal Fiber-Reinforced Material : 4th Report, Three-Point Bending of a Stepped Beam
- Instability of a Transversely Isotropic Elastic Strip under Tension
- Thermal Stresses of a Fluid-Saturated Poroelastic Hollow Cylinder
- Finite Plane Deformations of an Ideal Fiber-Reinforced Material : 5th Report, Large Deformations of a Stepped Beam under Pressure : Series A : Solid-Mechanics, Strength of Materials
- Anisotropy in Packing Structure and Elasticity of Sintered Spherical Particles
- Finite Plane Deformations of an Ideal Cross-Ply Fiber-Reinforced Material : 1st Report, Basic Equations and Three-Point Bending of a Cracked Beam : Series A : Solid-Mechanics, Strength of Materials
- Evaluation of Macroscopic Elastic Properties of Porous Compacts Prepared by Powder Pressure Sintering for Biomedical Implant
- Macroscopic Conductivity of Uniaxially Compacted, Sintered Balloon Aggregates