Abstract:We suggested how to obtain a high volume percentage of effective, stable and finely dispersed oxide particles. New dispersoids, created in the modeling process, consist of core and coat. The core is formed by internal oxidation of the soluble alloying element, whereas the oxide of the lower-solubility alloying element envelops the previously precipitated oxide and creates the coat with the appropriate particle/matrix interface.According to the proposed model the ternary alloying system Cu±Al±Zr was identified … Show more
“…Marketz et al [15,16,18] and Schlögl and Fischer [17] have presented the most advanced formulation of twinning applied to both polysynthetically twinned single crystals and polycrystalline ␥(TiAl)-based alloys with a neargamma microstructure. They consider four twin systems (1/6 Ͻ 11 ]{111}) as a unilateral slip and a given amount of shear (␥ t ϭ /2) with the volume fraction of the twin system as an internal variable.…”
Section: Micromechanical Modeling and Motivationmentioning
confidence: 99%
“…The formation of the twin is accompanied by a local strain jump (⌬ ij ) and a local stress jump (⌬ ij ). We assume fixed boundary displacements over ∂V during twinning, so that Green's theorem yields [16] We split ⌬ ij into ⌬⌺ ij and . As a direct consequence of Eq.…”
Section: B Calculation Of the Energy Increment ⌬Ementioning
The energy criterion of stability of equilibrium is used to predict the formation of discrete twin bands running across the grains of polycrystalline solids. An uncontrolled rapid development of a twin band is assumed to occur when the associated release of elastic energy compensates the interfacial energy and intrinsic dissipation due to twinning. A simplified analysis is performed that leads to compact analytic formulae for the thickness of a twin band and for the critical resolved stress. The creation of subsequent discrete twin bands in a finite solid can be separated by the periods of quasistatic growth of existing twins under varying loads. An application of the energy criterion to twinning in TiAl intermetallics and its verification by observed data for the thickness of a twin band are presented.
“…Marketz et al [15,16,18] and Schlögl and Fischer [17] have presented the most advanced formulation of twinning applied to both polysynthetically twinned single crystals and polycrystalline ␥(TiAl)-based alloys with a neargamma microstructure. They consider four twin systems (1/6 Ͻ 11 ]{111}) as a unilateral slip and a given amount of shear (␥ t ϭ /2) with the volume fraction of the twin system as an internal variable.…”
Section: Micromechanical Modeling and Motivationmentioning
confidence: 99%
“…The formation of the twin is accompanied by a local strain jump (⌬ ij ) and a local stress jump (⌬ ij ). We assume fixed boundary displacements over ∂V during twinning, so that Green's theorem yields [16] We split ⌬ ij into ⌬⌺ ij and . As a direct consequence of Eq.…”
Section: B Calculation Of the Energy Increment ⌬Ementioning
The energy criterion of stability of equilibrium is used to predict the formation of discrete twin bands running across the grains of polycrystalline solids. An uncontrolled rapid development of a twin band is assumed to occur when the associated release of elastic energy compensates the interfacial energy and intrinsic dissipation due to twinning. A simplified analysis is performed that leads to compact analytic formulae for the thickness of a twin band and for the critical resolved stress. The creation of subsequent discrete twin bands in a finite solid can be separated by the periods of quasistatic growth of existing twins under varying loads. An application of the energy criterion to twinning in TiAl intermetallics and its verification by observed data for the thickness of a twin band are presented.
“…[17][18][19][20] This is generally believed to be due to the increase in source activation (i.e. number of AE events per unit time interval increases).…”
Section: High Strain Rate Test (333ϫ10mentioning
confidence: 99%
“…tests, intense activity is recorded in all three steels during yielding. But unlike the general AE behaviour observed in other materials, [17][18][19][20] AE activity persists in the post yielding stage as well.…”
mentioning
confidence: 95%
“…[17][18][19][20][21][22][23][24] Possible sources of AE activity in these cases are believed to be deformation and fracture including crack initiation and growth; crack opening and closure; dislocation avalanche; twinning, in monolithic materials, and fibre breakage and fibre-matrix debonding in composites. It has been observed further that twinning, micro yielding and crack growth are typical sources of burst type of AE signals whereas dislocation motion generates continuous AE signals.…”
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