Relational model of compositions of enamel coatings and sintering temperature based on back propagation neural network algorithm

Declining the sintering temperature of enamel coatings is traditionally by reducing the content of network-forming agents (such as SiO2) and increasing the content of flux (for example, alkali metal oxides), which will lower the density of the [-Si-O-] network structure, and adversely affect the cor...

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Published inCeramics international Vol. 50; no. 10; pp. 17756 - 17763
Main Authors Hong, Hao, Li, Wensheng, Li, Cuixia, Qi, Xiaohan, Elena, Yatsenko
Format Journal Article
LanguageEnglish
Published Elsevier Ltd 15.05.2024
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Online AccessGet full text
ISSN0272-8842
1873-3956
DOI10.1016/j.ceramint.2024.02.265

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Abstract Declining the sintering temperature of enamel coatings is traditionally by reducing the content of network-forming agents (such as SiO2) and increasing the content of flux (for example, alkali metal oxides), which will lower the density of the [-Si-O-] network structure, and adversely affect the corrosion resistance of enamel coatings. To ensure a low sintering temperature of enamel coatings as much as possible under a high SiO2 content, it is essential to develop novel enamel coating formulas. However, abundant compositions of enamel coatings cause enormous verification workloads. To address this issue, this paper establishes a relational model of the compositions of enamel coatings and the sintering temperature using the back propagation (BP) neural network algorithm and proposes a formula that meets the requirement of lower the sintering temperature under a high SiO2 content. When the SiO2 content is 55 %, the sintering temperature can be diminished to around 400 °C. Furthermore, the influences of common enamel components on the sintering temperature are identified in this paper using the sensitivity algorithm. The obtained general law of formulas is that the total weight value of the formula at low sintering temperatures should be around −0.3. This paper can provide valuable theoretical guidance for subsequent research and expand the application range of enamel coatings.
AbstractList Declining the sintering temperature of enamel coatings is traditionally by reducing the content of network-forming agents (such as SiO2) and increasing the content of flux (for example, alkali metal oxides), which will lower the density of the [-Si-O-] network structure, and adversely affect the corrosion resistance of enamel coatings. To ensure a low sintering temperature of enamel coatings as much as possible under a high SiO2 content, it is essential to develop novel enamel coating formulas. However, abundant compositions of enamel coatings cause enormous verification workloads. To address this issue, this paper establishes a relational model of the compositions of enamel coatings and the sintering temperature using the back propagation (BP) neural network algorithm and proposes a formula that meets the requirement of lower the sintering temperature under a high SiO2 content. When the SiO2 content is 55 %, the sintering temperature can be diminished to around 400 °C. Furthermore, the influences of common enamel components on the sintering temperature are identified in this paper using the sensitivity algorithm. The obtained general law of formulas is that the total weight value of the formula at low sintering temperatures should be around −0.3. This paper can provide valuable theoretical guidance for subsequent research and expand the application range of enamel coatings.
Author Elena, Yatsenko
Qi, Xiaohan
Li, Cuixia
Li, Wensheng
Hong, Hao
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Sensitivity coefficient
Back propagation neural network
Sintering temperature
Enamel coating
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Snippet Declining the sintering temperature of enamel coatings is traditionally by reducing the content of network-forming agents (such as SiO2) and increasing the...
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SubjectTerms Back propagation neural network
Enamel coating
Sensitivity coefficient
Sintering temperature
SiO2 content
Title Relational model of compositions of enamel coatings and sintering temperature based on back propagation neural network algorithm
URI https://dx.doi.org/10.1016/j.ceramint.2024.02.265
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