1994
DOI: 10.1016/0956-7151(94)90203-8
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The role of deformation localization in superplastic flow

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Cited by 43 publications
(9 citation statements)
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“…At all examined strain rates the grain groups slide as an entity (Astanin et al, 1994;Zelin and Mukerjee, 1995;Zelin et al, 1994). Evidence of CGBS was revealed at all studied deformation conditions.…”
Section: Surface Microstructural Observationsmentioning
confidence: 81%
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“…At all examined strain rates the grain groups slide as an entity (Astanin et al, 1994;Zelin and Mukerjee, 1995;Zelin et al, 1994). Evidence of CGBS was revealed at all studied deformation conditions.…”
Section: Surface Microstructural Observationsmentioning
confidence: 81%
“…At the same time, the character of CGBS is not typical for conventional superplasticity (Astanin et al, 1994;Zelin and Mukerjee, 1995;Zelin et al, 1994). At the optimum strain rate of superplasti deformation the secondary system of CGBS begins to act only after large strain.…”
Section: Discussion Operating Deformation Mechanismsmentioning
confidence: 99%
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“…First, the plastic flow is nonuniform. As a rule, it localizes in the form of deformation bands (Ref [27][28][29]. The nonhomogeneous flow can lead to a nonhomogeneous interaction at the fiber-matrix interface and a considerable decrease in composite strength.…”
Section: Resultsmentioning
confidence: 99%
“…Sin embargo, si se aplica una tensión uniaxial, la energía para la difusión puede ser menor en la dirección de máximo esfuerzo cortante, en consecuencia grupos de granos probablemente se moverán en conjunto a lo largo de bordes de grano cuya orientación sea muy próxima a la dirección de máximo corte, lo que dará origen a orientación preferencial de granos en relación con el eje de esfuerzo macroscópico. En la región plástica estas orientaciones preferenciales producirán bandas de deformación localizadas como las observadas por ASTANIN et al [18,19]. El efecto del flujo de difusión disipará parte de la energía elástica almacenada en el sólido, lo cual en la escala macroscópica aparecerá como un máximo en la fricción interna del material también llamada tan δ.…”
Section: Figuraunclassified