Effects of particle size on the crystallization kinetics characterization in CaO–SiO2-based glass, Part 2: In complex crystallization processes with two or more crystal phases

IF 3.5 3区 材料科学 Q1 MATERIALS SCIENCE, CERAMICS Journal of the American Ceramic Society Pub Date : 2024-08-18 DOI:10.1111/jace.20073
Zhen Wang, Renze Xu
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Abstract

Based on the Matusita–Sakka equation and the exothermic peaks in the differential thermal analysis (DTA) curves, in silicate glasses with complex crystallization processes containing the precipitation of two or more crystal phases, the effects of particle sizes on the calculations of crystal growth dimensionality and activation energy of crystal growth have been studied in depth. In crystallization processes with two or more crystal phases but one exothermic peak, 0.3 mm is considered as the boundary between the fine and the coarse particles in this type of glass. For glass samples with a particle size less than 0.3 mm, the crystal growth dimensionality is a three-dimensional mechanism, and EG increases slightly with decreasing particle size. For glass samples with a particle size greater than 0.3 mm, the crystal growth dimensionality is a two-dimensional mechanism, and EG increases with decreasing particle size. The EG for the fine-particle starting material is much lower than that of the coarse-particle starting material. In crystallization processes with two or more crystal phases and two exothermic peaks, 0.104 mm is considered as the boundary between the fine and the coarse particles in this type of glass raw material. For the first peak, in glass samples with a particle size less than 0.104 mm, the crystal growth mechanism is mainly one-dimensional growth, and EG increases slightly with decreasing particle size. And for glass samples with particle size greater than 0.104 mm, the crystal growth mechanism is mainly two-dimensional growth, and EG decreases with decreasing particle size. For the second peak, the crystal growth mechanism is mainly a three-dimensional growth, and EG increases with decreasing particle size.

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粒度对 CaO-SiO2 基玻璃结晶动力学特性的影响,第 2 部分:具有两个或多个晶相的复杂结晶过程
根据马图西塔-萨卡(Matusita-Sakka)方程和差热分析(DTA)曲线中的放热峰,在含有两种或两种以上晶相沉淀的复杂结晶过程的硅酸盐玻璃中,深入研究了颗粒大小对晶体生长尺寸和晶体生长活化能计算的影响。在具有两个或多个晶相但只有一个放热峰的结晶过程中,0.3 毫米被认为是这类玻璃中细颗粒和粗颗粒的分界线。对于粒度小于 0.3 毫米的玻璃样品,晶体生长维度是一种三维机制,EG 随粒度的减小而略有增加。对于粒径大于 0.3 毫米的玻璃样品,晶体生长的维度为二维机制,EG 随粒径的减小而增加。细颗粒起始材料的 EG 远远低于粗颗粒起始材料。在具有两个或两个以上晶相和两个放热峰的结晶过程中,0.104 毫米被认为是这类玻璃原料中细颗粒和粗颗粒的分界线。对于第一个峰值,在粒度小于 0.104 毫米的玻璃样品中,晶体生长机制主要是一维生长,EG 随粒度的减小而略有增加。而对于粒度大于 0.104 毫米的玻璃样品,晶体生长机制主要是二维生长,EG 随粒度的减小而减小。对于第二个峰值,晶体生长机制主要是三维生长,EG 随粒度的减小而增大。
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来源期刊
Journal of the American Ceramic Society
Journal of the American Ceramic Society 工程技术-材料科学:硅酸盐
CiteScore
7.50
自引率
7.70%
发文量
590
审稿时长
2.1 months
期刊介绍: The Journal of the American Ceramic Society contains records of original research that provide insight into or describe the science of ceramic and glass materials and composites based on ceramics and glasses. These papers include reports on discovery, characterization, and analysis of new inorganic, non-metallic materials; synthesis methods; phase relationships; processing approaches; microstructure-property relationships; and functionalities. Of great interest are works that support understanding founded on fundamental principles using experimental, theoretical, or computational methods or combinations of those approaches. All the published papers must be of enduring value and relevant to the science of ceramics and glasses or composites based on those materials. Papers on fundamental ceramic and glass science are welcome including those in the following areas: Enabling materials for grand challenges[...] Materials design, selection, synthesis and processing methods[...] Characterization of compositions, structures, defects, and properties along with new methods [...] Mechanisms, Theory, Modeling, and Simulation[...] JACerS accepts submissions of full-length Articles reporting original research, in-depth Feature Articles, Reviews of the state-of-the-art with compelling analysis, and Rapid Communications which are short papers with sufficient novelty or impact to justify swift publication.
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