Calculation of stress concentration caused by a coated particle in polymer matrix to determine adhesion strength at the interface

Composites Science and Technology

Volumn 62, Issue 15, 2002, Pages 1965-1978

  Lauke, B ^a   Schuller T ^a  

^a LEIBNIZ INSTITUTE OF POLYMER RESEARCH DRESDEN   (Germany)

Author keywords

Adhesion strength; B. Interphase

Indexed keywords

ADHESION; DEBONDING; ELASTIC MODULI; POISSON RATIO; POLYMERS; STRESSES;

UNIAXIAL LOADS;

COMPOSITE MATERIALS;

COMPOSITE;

EID: 0036858987     PISSN: 02663538     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0266-3538(02)00141-0     Document Type: Article

References (20)

1. Theoretical analysis of the fiber pullout and pushout tests
2. The rod pull out problem, theory and experiment
3. Critical discussion of the single-fibre pullout test: Does it measure adhesion?
4. Concentration of stress around spherical and cylindrical inclusions and flaws
5. Stress analysis near the tip of a curvilinear interfacial crack between a rigid spherical inclusion and a polymer matrix
6. The characterization of interfacial strength using single-particle composites
7. Polymer toughened with rubber microspheres: An analytical solution for stresses and strains in the rubber particles at equilibrium and rupture
8. An experimental technique to measure the adhesive strength between inclusions and transparent matrices
9. Stress analysis of particles in metals
10. Stress concentration induced by an elastic spheroidal particle in a plastically deforming solid
11. Zum Bruchverhalten von teilchengefüllten Polyäthylen
12. Three-dimensional finite element analysis of composites with coated spherical inclusions
13. Effect of a soft interlayer with changing properties on the stress distribution around inclusions and yielding of composites
14. Calculation of adhesion strength at the interface of a coated particle embedded within matrix under multiaxial load
15. A finite element model to include interfacial roughness into simulations of micromechanical tests
16. The effect of small viscous inclusions on the mechanical properties of an elastic solid