Abstract
It is shown how the macroscopic structure of material affect the mechanical strength of glass foam as well as the quantity and the size of a crystalline material pre-senting in the noncrystalline matrix of the interpore partition. It has been stated that the material having a hex-agonal form of pores of 1-1, 5 mm in size and 40-50 μm in thickness of partitions, possesses maximum strength. In forming nanospheroids in the noncrystalline matrix of the foamed material partition, its strength reaches 4, 5 MPa that approaches to calculate strength values (5 MPa). In this paper, the degradation mechanism is de-scribed for foamed material using the equations of a synergetic model of amorphous body deformation.
| Original language | English |
|---|---|
| Title of host publication | 19th European Conference on Fracture: Fracture Mechanics for Durability, Reliability and Safety, ECF 2012 |
| Publisher | European Conference on Fracture, ECF |
| Publication status | Published - 2012 |
| Event | 19th European Conference on Fracture: Fracture Mechanics for Durability, Reliability and Safety, ECF 2012 - Kazan, Russian Federation Duration: 26 Aug 2012 → 31 Aug 2012 |
Other
| Other | 19th European Conference on Fracture: Fracture Mechanics for Durability, Reliability and Safety, ECF 2012 |
|---|---|
| Country | Russian Federation |
| City | Kazan |
| Period | 26.8.12 → 31.8.12 |
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Keywords
- Glass foam
- Interpore partition
- Nanospheroid
- Noncrystalline matrix
- Strength
ASJC Scopus subject areas
- Safety, Risk, Reliability and Quality
Cite this
Strength factors for glass foam. / Kazmina, O. V.; Semukhin, B. S.; Mukhortova, Anna Vasilievna.
19th European Conference on Fracture: Fracture Mechanics for Durability, Reliability and Safety, ECF 2012. European Conference on Fracture, ECF, 2012.Research output: Chapter in Book/Report/Conference proceeding › Conference contribution
}
TY - GEN
T1 - Strength factors for glass foam
AU - Kazmina, O. V.
AU - Semukhin, B. S.
AU - Mukhortova, Anna Vasilievna
PY - 2012
Y1 - 2012
N2 - It is shown how the macroscopic structure of material affect the mechanical strength of glass foam as well as the quantity and the size of a crystalline material pre-senting in the noncrystalline matrix of the interpore partition. It has been stated that the material having a hex-agonal form of pores of 1-1, 5 mm in size and 40-50 μm in thickness of partitions, possesses maximum strength. In forming nanospheroids in the noncrystalline matrix of the foamed material partition, its strength reaches 4, 5 MPa that approaches to calculate strength values (5 MPa). In this paper, the degradation mechanism is de-scribed for foamed material using the equations of a synergetic model of amorphous body deformation.
AB - It is shown how the macroscopic structure of material affect the mechanical strength of glass foam as well as the quantity and the size of a crystalline material pre-senting in the noncrystalline matrix of the interpore partition. It has been stated that the material having a hex-agonal form of pores of 1-1, 5 mm in size and 40-50 μm in thickness of partitions, possesses maximum strength. In forming nanospheroids in the noncrystalline matrix of the foamed material partition, its strength reaches 4, 5 MPa that approaches to calculate strength values (5 MPa). In this paper, the degradation mechanism is de-scribed for foamed material using the equations of a synergetic model of amorphous body deformation.
KW - Glass foam
KW - Interpore partition
KW - Nanospheroid
KW - Noncrystalline matrix
KW - Strength
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M3 - Conference contribution
BT - 19th European Conference on Fracture: Fracture Mechanics for Durability, Reliability and Safety, ECF 2012
PB - European Conference on Fracture, ECF
ER -