1998
DOI: 10.1111/j.1151-2916.1998.tb02591.x
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Grain Growth of Silica‐Added Zirconia Annealed in the Cubic/Tetragonal Two‐Phase Region

Abstract: The grain growth in silica-doped 3-mol%-yttria-stabilized tetragonal zirconia polycrystals (SiO 2 -doped 3Y-TZP) and undoped 3Y-TZP has been examined in the temperature range of 1400°-1800°C. The presence of a SiO 2 phase inhibits rather than promotes the grain growth in 3Y-TZP, particularly at high temperatures. During the grain growth in 3Y-TZP, yttrium ions are partitioned between grains, and the grain growth mechanism can be understood from Ostwald ripening dominated by lattice diffusion of cations. In SiO… Show more

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Cited by 59 publications
(40 citation statements)
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“…In a dual phase structure, the steady state grain growth would occur such that the growth of one phase is affected by other phase grains i.e. the grain growth is mutually restricted by Zener's pinning because of minor phase grains, as in metallic materials and that the coarsening of the minor phase is approximated by Ostwald ripening then n = 3 can be predicted for lattice-diffusion controlled grain growth [10]. The activation energy for grain growth is calculated from the slope of log ((D n − D n 0 )/t) versus 1/T.…”
Section: Resultsmentioning
confidence: 98%
“…In a dual phase structure, the steady state grain growth would occur such that the growth of one phase is affected by other phase grains i.e. the grain growth is mutually restricted by Zener's pinning because of minor phase grains, as in metallic materials and that the coarsening of the minor phase is approximated by Ostwald ripening then n = 3 can be predicted for lattice-diffusion controlled grain growth [10]. The activation energy for grain growth is calculated from the slope of log ((D n − D n 0 )/t) versus 1/T.…”
Section: Resultsmentioning
confidence: 98%
“…In the case of single phase growth, the exponent n usually takes a value of 2 which shows normal grain growth. In a dual phase structure, the steady state grain growth would occur such that the growth of one phase is affected by other phase grains, i.e., the grain growth is mutually restricted by ZenerÕs pinning because of minor phase grains, as in metallic materials and that the coarsening of the minor phase is approximated by Ostwald ripening then n = 3 can be predicted for lattice-diffusion controlled grain growth [8]. The activation energy for grain growth is calculated from the slope of logððD n À D n 0 Þ=tÞ vs: 1=T as shown in Fig.…”
Section: Resultsmentioning
confidence: 99%
“…The grain growth behaviour of tetragonal (t) phase during sintering above 1300 8C in air had been investigated [26,31,32,36]. A high Y 3+ segregation within a 10 nm region near grain boundary has been confirmed through a microstructure analysis [31,32].…”
Section: Grain Growth Behaviourmentioning
confidence: 92%