| Literature DB >> 34960890 |
Yunqi Xing1,2, Yuanyuan Chen1,2, Jiakai Chi1,2, Jingquan Zheng1,2, Wenbo Zhu3, Xiaoxue Wang1,2.
Abstract
The current lead insulation of high-temperature superconductivity equipment is under the combined action of large temperature gradient field and strong electric field. Compared with a uniform temperature field, its electric field distortion is more serious, and it is easy to induce surface discharge to generate high-energy particles, destroy the insulation surface structure and accelerate insulation degradation. In this paper, the degradation reaction process of bisphenol F epoxy resin under the impact of high-energy particles, such as O3-, HO-, H3O+ and NO+, is calculated based on ReaxFF simulation. According to the different types of high-energy particles under different voltage polarities, the micro-degradation mechanism, pyrolysis degree and pyrolysis products of epoxy resin are analyzed. The results show that in addition to the chemical reaction of high-energy particles with epoxy resin, their kinetic energy will also destroy the molecular structure of the material, causing the cross-linked epoxy resin to pyrolyze, and the impact of positive particles has a more obvious impact on the pyrolysis of epoxy resin.Entities:
Keywords: active product; electro-thermal dissociation; epoxy resin; partial discharge; reactive molecular dynamics
Year: 2021 PMID: 34960890 PMCID: PMC8705859 DOI: 10.3390/polym13244339
Source DB: PubMed Journal: Polymers (Basel) ISSN: 2073-4360 Impact factor: 4.329
Figure 1Construction process of cross-linked epoxy resin simulation model. (a) Molecular structure of bisphenol F epoxy resin monomer and curing agent monomer; (b) Constructing epoxy resin cross-linking interface model; (c) Import ReaxFF software; (d) Arrange the position and angle of incidence of high-energy particles.
Figure 2Variation trend of fragment number caused by impact of four high-energy particles on epoxy resin interface with different energy. (a) Changes in the number of H particle fragments with different energies; (b) Changes in the number of NO ion fragments with different energies; (c) Changes in the number of HO ion fragments with different energies; (d) Changes in the number of O ion fragments with different energies.
Figure 3Local temperature change trend of epoxy resin.
Figure 4Structural change of interface model under the action of high-energy particles.
Figure 5Normalized mass loss curve of epoxy resin under the action of high-energy particles. (a) Normalized mass loss curve of epoxy resin under the action of H particles; (b) Normalized mass loss curve of epoxy resin under the action of NO particles; (c) Normalized mass loss curve of epoxy resin under the action of HO particles; (d) Normalized mass loss curve of epoxy resin under the action of O particles.
Figure 6Variation trend of small molecular fragment products of epoxy resin under the action of positive and negative high-energy particles. (a) Variation trend of small molecular fragment products of epoxy resin under the action of positive high-energy particles; (b) Variation trend of small molecular fragment products of epoxy resin under the action of negative high-energy particles.
Figure 7Normalized mass loss curve of epoxy resin under the action of positive and negative high-energy particles. (a) Normalized mass loss curve of epoxy resin under the action of positive high-energy particles; (b) Normalized mass loss curve of epoxy resin under the action of positive and negative high-energy particles.
Figure 8Temperature variation curve of simulation system under the action of positive and negative high-energy particles. (a) Temperature variation curve of simulation system under the action of positive high-energy particles; (b) Temperature variation curve of simulation system under the action of negative high-energy particles.