2021
DOI: 10.1016/j.ceramint.2021.03.327
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Effects of zirconium source and content on zirconia crystal form, microstructure and mechanical properties of ZTM ceramics

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Cited by 15 publications
(13 citation statements)
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“…The significant increase about bulk density after sintering at 1560℃ is attributed to the dense structure formed by the interleaving of rod-like mullite and the increasing amount of liquid phase filled the pores. Also, the slight reduction in bulk density at https://doi.org/10.1180/clm.2022.25 Published online by Cambridge University Press 1500-1540 °C is related to the expansion of secondary mullite formation and the phase transition of zirconia, i.e., t-ZrO2 to m-ZrO2 during cooling (Cui et al, 2020;Lian et al, 2021b). This phase transition results in volumetric expansion and decreases the bulk density.…”
Section: Sintering Behaviormentioning
confidence: 99%
“…The significant increase about bulk density after sintering at 1560℃ is attributed to the dense structure formed by the interleaving of rod-like mullite and the increasing amount of liquid phase filled the pores. Also, the slight reduction in bulk density at https://doi.org/10.1180/clm.2022.25 Published online by Cambridge University Press 1500-1540 °C is related to the expansion of secondary mullite formation and the phase transition of zirconia, i.e., t-ZrO2 to m-ZrO2 during cooling (Cui et al, 2020;Lian et al, 2021b). This phase transition results in volumetric expansion and decreases the bulk density.…”
Section: Sintering Behaviormentioning
confidence: 99%
“…The samples have a dimension of 36 mm × 4 mm × 3 mm. The calculation formula is given as follows 37 : σf=3FL2bh2\begin{equation}{\sigma _f} = \frac{{3FL}}{{2b{h^2}}}\end{equation}where σf${\sigma _f}$ refers to the flexural strength (MPa), F$F$ is the largest load (N), L$L$ is the span length of the supporting points, b$b$ is the width (mm), and h$h$ is the height (mm) of the sample.…”
Section: Methodsmentioning
confidence: 99%
“…Five samples were tested to obtain an average value. The following equation calculated the fracture toughness 37 : KIC=0.28emσY0.28ema=FLab3/20.28emf0.28em()c/b\begin{equation}{K_{IC}} = {\rm{\;}}\sigma Y{\rm{\;}}\sqrt a = \frac{{FL}}{{a{b^{3/2}}}}{\rm{\;}}f{\rm{\;}}\left( {c/b} \right)\end{equation} fc/b=2.9()c/b1/24.6()c/b3/2+21.8()c/b5/237.6()c/Wb7/2+38.7()c/b9/2\begin{eqnarray} f{\rm{\;}}\left( {c/b} \right) &=& 2.9{\rm{\;}}{\left( {c/b} \right)^{1/2}} - 4.6{\left( {c/b} \right)^{3/2}} + 21.8{\left( {c/b} \right)^{5/2}}\nonumber \\ && -\, 37.6{\left( {c/Wb} \right)^{7/2}} + 38.7{\rm{\;}}{\left( {c/b} \right)^{9/2}}\end{eqnarray}where L is the span (32 mm), a is the thickness (mm), b is the width of the sample, and c$c$ is the depth of the incision. The rest symbols and meanings are the same as those in the flexural strength formula.…”
Section: Methodsmentioning
confidence: 99%
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