High-strain-rate deformation of granular silicon carbide

Silicon carbide powders with three particle size distributions (average sizes of 0.4, 3 and 50 μm) were subjected to strain-controlled, high-strain-rate deformation ( ε ̇ ≈3×10 4/s) in a cylindrical geometry which imposed simultaneous compressive stresses. The experiments involved two explosive stag...

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Published inActa materialia Vol. 46; no. 11; pp. 4037 - 4065
Main Authors Shih, C.J., Meyers, M.A., Nesterenko, V.F.
Format Journal Article Conference Proceeding
LanguageEnglish
Published Oxford Elsevier Ltd 01.07.1998
Elsevier Science
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ISSN1359-6454
1873-2453
DOI10.1016/S1359-6454(98)00040-8

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Abstract Silicon carbide powders with three particle size distributions (average sizes of 0.4, 3 and 50 μm) were subjected to strain-controlled, high-strain-rate deformation ( ε ̇ ≈3×10 4/s) in a cylindrical geometry which imposed simultaneous compressive stresses. The experiments involved two explosive stages to (a) densify the powder and to (b) subject the densified granules to large deformation. The powder, with initial density of 33–59% of theoretical density, was densified to densities between 73 and 94% of theoretical density in the first stage. The densified powders were subjected to a global effective strain of ≈−0.27 in the second stage. Their response to the imposed constraints occurred through both homogeneous deformation (82–100%) and shear localization (0–18%), depending on the particle size. In the coarse powder (50 μm), the shear localization process was primarily due to particle break-up (comminution) and rearrangement of the comminuted particles, through a similar mechanism to the bulk and prefractured SiC (Shih, C. J., Nesterenko, V. F. and Meyers, M. A., Journal of Applied Physics, 1998, 83, 4660). Comminution was observed in the medium powder (3 μm), but was never seen in the fine powder (0.4 μm). In medium and fine granular SiC, the shear localization at sufficiently high displacement (>150 μm) leads to the formation of a thin layer (5–20 μm) of well-bonded material. Calculated temperatures in the centers of the bands are up to 2300°C (using an assumed shear strength of 2 GPa and linear thermal softening), which explain the bonding. An analytical model is developed that correctly predicts break-up of large particles and plastic deformation of the smaller ones. It is based on the Griffith fracture criterion and Weibull distribution of strength, which quantitatively express the fact that the fracture is generated by flaws the size of which is limited by the particle size.
AbstractList Silicon carbide powders with three particle size distributions (average sizes of 0.4, 3 and 50 mu m) were subjected to strain-controlled, high-strain-rate deformation ( epsilon approx3x10 exp 4 /s) in a cylindrical geometry which imposed simultaneous compressive stresses. The experiments involved two explosive stages to (a) densify the powder and to (b) subject the densified granules to large deformation. The powder, with initial density of 33-59% of theoretical density, was densified to densities between 73-94% of theoretical density in the first stage. The densified powders were subjected to a global effective strain of approx-0.27 in the second stage. Their response to the imposed constraints occurred through both homogeneous deformation (82-100%) and shear localization (0-18%), depending on the particle size. In the coarse powder (50 mu m), the shear localization process was primarily due to particle break-up (comminution) and rearrangement of the comminuted particles, through a similar mechanism to the bulk and prefractured SiC (Shih, C. J., Nesterenko, V. F. and Meyers, M. A., Journal of Applied Physics, 1998, 83, 4660). Comminution was observed in the medium powder (3 mu m), but was never seen in the fine powder (0.4 mu m). In medium and fine granular SiC, the shear localization at sufficiently high displacement ( > 150 mu m) leads to the formation of a thin layer (5-20 mu m) of well-bonded material. Calculated temperatures in the centers of the bands are up to 2300 deg C (using an assumed shear strength of 2 GPa and linear thermal softening), which explain the bonding. An analytical model is developed that correctly predicts break-up of large particles and plastic deformation of the smaller ones. It is based on the Griffith fracture criterion and Weibull distribution of strength, which quantitatively express the fact that the fracture is generated by flaws the size of which is limited by the particle size.
Silicon carbide powders with three particle size distributions (average sizes of 0.4, 3 and 50 μm) were subjected to strain-controlled, high-strain-rate deformation ( ε ̇ ≈3×10 4/s) in a cylindrical geometry which imposed simultaneous compressive stresses. The experiments involved two explosive stages to (a) densify the powder and to (b) subject the densified granules to large deformation. The powder, with initial density of 33–59% of theoretical density, was densified to densities between 73 and 94% of theoretical density in the first stage. The densified powders were subjected to a global effective strain of ≈−0.27 in the second stage. Their response to the imposed constraints occurred through both homogeneous deformation (82–100%) and shear localization (0–18%), depending on the particle size. In the coarse powder (50 μm), the shear localization process was primarily due to particle break-up (comminution) and rearrangement of the comminuted particles, through a similar mechanism to the bulk and prefractured SiC (Shih, C. J., Nesterenko, V. F. and Meyers, M. A., Journal of Applied Physics, 1998, 83, 4660). Comminution was observed in the medium powder (3 μm), but was never seen in the fine powder (0.4 μm). In medium and fine granular SiC, the shear localization at sufficiently high displacement (>150 μm) leads to the formation of a thin layer (5–20 μm) of well-bonded material. Calculated temperatures in the centers of the bands are up to 2300°C (using an assumed shear strength of 2 GPa and linear thermal softening), which explain the bonding. An analytical model is developed that correctly predicts break-up of large particles and plastic deformation of the smaller ones. It is based on the Griffith fracture criterion and Weibull distribution of strength, which quantitatively express the fact that the fracture is generated by flaws the size of which is limited by the particle size.
Author Shih, C.J.
Nesterenko, V.F.
Meyers, M.A.
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Issue 11
Keywords Temperature distribution
Grain size analysis
Composite materials
Mechanical properties
Silicon carbides
Plastic properties
Experimental study
Shear band
Granular structure
Strain rate
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Snippet Silicon carbide powders with three particle size distributions (average sizes of 0.4, 3 and 50 μm) were subjected to strain-controlled, high-strain-rate...
Silicon carbide powders with three particle size distributions (average sizes of 0.4, 3 and 50 mu m) were subjected to strain-controlled, high-strain-rate...
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SubjectTerms Condensed matter: structure, mechanical and thermal properties
Deformation and plasticity (including yield, ductility, and superplasticity)
Exact sciences and technology
Mechanical and acoustical properties of condensed matter
Mechanical properties of solids
Physics
Title High-strain-rate deformation of granular silicon carbide
URI https://dx.doi.org/10.1016/S1359-6454(98)00040-8
https://www.proquest.com/docview/27544227
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