引用本文:
项斯芬, 李红, 王连波, 蒋青, 张婉静, 林炳雄. 部份层无序铝交联蒙脱土结构的研究[J]. 物理化学学报,
1993, 9(04): 455-460.
doi:
10.3866/PKU.WHXB19930407
Citation: Xiang Si-Fen, Li Hong, Wang Lian-Bo, Jiang Qing, Zhang Wan-Jing, Lin Bing-Xiong. Structural Study on Partially Disordered Layer Lattice of Polyoxyaluminum Pillared Montmorillonite[J]. Acta Physico-Chimica Sinica, 1993, 9(04): 455-460. doi: 10.3866/PKU.WHXB19930407

Citation: Xiang Si-Fen, Li Hong, Wang Lian-Bo, Jiang Qing, Zhang Wan-Jing, Lin Bing-Xiong. Structural Study on Partially Disordered Layer Lattice of Polyoxyaluminum Pillared Montmorillonite[J]. Acta Physico-Chimica Sinica, 1993, 9(04): 455-460. doi: 10.3866/PKU.WHXB19930407

部份层无序铝交联蒙脱土结构的研究
摘要:
应用非完整晶体的XRD衍射及阳离子交换量的测定等实验数据, 得出了铝交联蒙脱土的三维结构模型. 结构中Al(III)多数以十三聚体形式进入层间, 层间距为1.97 nm, 几率为0.65, 少数以六聚体形式进入层间, 层间距为1.5 nm, 几率为0.25, 其余10%的层间仅为水分子. 并给出了交联柱子在层间的分布与层单元之间的连接方式. 目前通用的以Bragg公式计算所得的d_(001)值来表征交联浆脱土的层间距是不确切的.
English
Structural Study on Partially Disordered Layer Lattice of Polyoxyaluminum Pillared Montmorillonite
Abstract:
The structure of pillared montmorillonite is partially disordered layer lattice. Its basal spacings can be expanded to many possible values with different probabili-ties depending on the type and structure of the pillars or the preparation conditions. If a formula describing the X-ray diffraction intensity of partially disordered layer lattice as a function of basal spacings and corresponding probabilities is computa-tionally simulated with the experimental XRD pattern, the basal spacings and prob-abilities can thus be obtained. In this work, two of the polyoxyaluminum pillared montmorillonite samples with Al_(13) as main pillars were prepared. The simulated results show that most of the basal spacings are expanded to 1.97 nm with a probability of 0.65 corresponding to Al_(13) as pillars; some of the basal spacings are 1.5 nm with a probability of 0.25 corresponding to Al_6 as the most possible pillaring species; the rest ones are 1.1 nm containing water molecules only in the interlamellar region. The experimental results obtained from CEC, ICP etc. are used to calculate the distribution of the pillars in the interlayer zone. Subsequently, a three-dimensional structural model is built up. The agreement of the pore-volume between theoretical calculation and experimental result verifies the rationality of the structural model. Therefore, the basal spacing usually characterized by d_(001) which is calculated from Bragg equation actually is not exact.

计量
- PDF下载量: 2403
- 文章访问数: 3337
- HTML全文浏览量: 105