ReviewA review: A new insight for electronic polarizability and chemical bond strength in Bi2O3-based glasses
Introduction
Today, it is widely recognized that bismuth oxide (Bi2O3) is one of the most important constituents for the design and control of thermal and optical properties of oxide glasses. In particular, Bi2O3-based glasses are promising and innovative materials for low temperature melting sealing applications and photonic devices, because they show excellent properties such as low glass transition temperatures (Tg), high linear refractive indices (no), narrow optical band gaps, wide infrared (IR) transmissions, low phonon energies, and large third-order optical nonlinearities [1,2]. Bi2O3 oxide belongs to the category of the so-called “conditional glass-forming oxides”, and various Bi2O3-based glasses have been realized in the combination with other oxides. For example, Bi2O3-B2O3 and Na2O-Bi2O3-B2O3 glasses reported by Bishay and Maghrabi [3], Bi2O3-SiO2-B2O3 glasses by Kokubo and Ikeda [4], PbO-Bi2O3-Ga2O3 glasses by Dumbaugh [5,6], Li2O-BaO-Bi2O3 glasses by Fu [7], and Bi2O3-CaO-SrO-CuO glasses by Komatsu et al. [8] would be the pioneering work for the glass formation in the early stage of the research of Bi2O3-based glasses.
One of the most important properties of materials, which is closely related to their applicability in the field of optics and electronics, is the electronic polarizability. After the pioneering work on the electronic polarizability of glasses, i.e., optical basicity, by Duffy and Ingram [9,10], optical basicity has been recognized as an important issue in the science and technology of glasses. For instance, Dimitrov and Komatsu [11], [12], [13], [14], [15], [16] proposed the classification (characterization) concept in oxide glasses from the degree of optical basicity and approached more deeply the electronic polarizability of glasses from the viewpoints of the interionic interaction parameter for cation and anion (oxygen) pairs being a good measure for the chemical bond strength of glasses. It is of extremely importance to evaluate optical basicity and interionic interaction parameter of glasses and also to clarify the correlation between optical basicity/interionic interaction parameter and structure/property in various glasses for development of new functional glasses. The optical basicity and interionic interaction parameter of some Bi2O3-based glasses such as Bi2O3-B2O3 and ZnO-Bi2O3-B2O3 glasses have been studied extensively, leading to a deep understanding of the features of electronic polarizability and chemical bonding characters of Bi2O3-based glasses [17], [18], [19], [20], [21], [22].
In this review article, we evaluate the values of optical basicity and interionic interaction parameter in different Bi2O3-based glasses reported so far and draw out the intrinsic features of electronic polarizability and chemical bonding state. We also approach unique and outstanding properties of Bi2O3-based glasses from the viewpoints of electronic polarizability. Recently, the features of the electronic polarizability and chemical bonding strength and also the related properties such as the glass transition temperature of TeO2-based glasses have been discussed [23]. It is of interest to compare the electronic polarizability of Bi2O3-based and TeO2-based glasses, because both oxides Bi2O3 and TeO2 known as the conditional glass-forming oxides have basic nature and are key components for photonic device applications. It is also of importance to compare the electronic polarizability of Bi2O3-based glasses and other B2O3-, SiO2-, P2O5-, and GeO2-based glasses with no Bi2O3, which will clarify more the features and uniqueness of Bi2O3-based glasses. In this review, the values of the electronic polarizability of Bi2O3-based glasses are estimated using the equations based on the Lorentz-Lorenz formula, and, therefore, Bi2O3-based glasses having (reported) the values of density and linear refractive index are mainly analyzed. To the best our knowledge, two review papers on Bi2O3-based glasses have been published so far, in which the low temperature meting behavior and photonic device applications are the main focus [1,2]. The present article will provide a new insight on the role of Bi2O3 in oxide glasses, leading to the design of innovative oxide glasses.
Section snippets
Glass-forming ability in Bi2O3-based systems
Bi2O3 is a conditional glass-forming oxide, and therefore, in order to synthesize Bi2O3-based glasses, other oxides such as glass-forming oxides (e.g., B2O3 and SiO2) and modifiers (e..g., Li2O, BaO) must be added. Dimitrov and Komatsu [13] classified oxide glasses to four groups based on a polarizability approach. The first group is formed by two glass-forming acidic oxides such as B2O3-SiO2 and GeO2-SiO2, and the glasses are characterized by low refractive index (no = 1.4–1.6) and small oxide
Optical basicity and interionic interaction parameter
It is of extremely importance to evaluate quantitatively the degree of electronic polarizability of substance (crystals and glasses), i.e., numerical values. One of the most effective and reasonble methods is to apply the Lorentz-Lorenz equation Eq. (1) combining molar refraction Rm with linear refractive index no and molar volume Vm of substance. Dimitrov and Sakka [62] estimated the values of the refractive index-based oxide ion polarizability αO2-(no) and optical basicity Λ(no) of various
Discussion
As discussed in the previous sections, Bi2O3-based glasses exhibit an extremely strong basic nature and extremely weak chemical bond strength among oxide glasses, and their degrees were evaluated quantitatively through the values of optical basicity and interionic interaction parameter. These two features would be an intrinsic origin for unique and outstanding properties such as low temperature melting, large third-order optical nonlinearity, and excellent hosts for photoluminecnece centers of
Concluding remarks
We reviewed the current status of the electronic polarizability in Bi2O3-based glasses with glass-forming oxides (SiO2, P2O5, GeO2, and B2O3), conditional glass-forming oxide TeO2, glass modifiers (e.g., Li2O and, ZnO), and PbO/Ga2O3/RE2O3 oxides, in which the refractive index-based optical basicity Λ(no) and interionic interaction parameter A(no) were calculated using the equations based on the Lorentz-Lorenz formula and Yamashita-Kurosawa's theory. A good correlation between Λ(no) and A(no)
Declaration of Competing Interest
All authors declare that they have no known competing financial interests.
Acknowledgements
This work was supported by Japan Socity for the Promotion of Science (JSPS) KAKENSHI Grant No. 17H03387.
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