Research Article

Research on the Catalytic Coupling of Ethanol to $C4$ Olefins: A Multi-Modal Study with BP-NN-Assisted Bayesian Optimization and PSO-Driven Variational Strategies

Volume: 9 Number: 1 February 13, 2026
EN

Research on the Catalytic Coupling of Ethanol to $C4$ Olefins: A Multi-Modal Study with BP-NN-Assisted Bayesian Optimization and PSO-Driven Variational Strategies

Abstract

This study focuses on the process conditions for the preparation of $C4$ olefins via ethanol-catalyzed coupling technology for the wide range of applications of $C4$ olefins in the production of chemicals and pharmaceuticals, a process of remarkable significance and value for the optimization of chemical products. In order to maximize the yield of $C4$ olefin under the given experimental conditions, this paper combines the BP neural network model of Bayesian optimization with the black-box optimization model, and further solves for the optimal catalyst combinations and reaction temperatures by the particle swarm algorithm with the introduction of a variational strategy. Through this comprehensive method, the key conditions for achieving the maximum yield of $C4$ olefins were determined, demonstrating the good application of this method in the optimization process of the chemical industry.

Keywords

BP neural network model for Bayesian optimization, Black-box optimization model, Particle swarm algorithm for variational strategies

References

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APA
Gu, Y., Peng, L., & Huang, Z. (2026). Research on the Catalytic Coupling of Ethanol to $C4$ Olefins: A Multi-Modal Study with BP-NN-Assisted Bayesian Optimization and PSO-Driven Variational Strategies. Communications in Advanced Mathematical Sciences, 9(1), 23-33. https://doi.org/10.33434/cams.1763837
AMA
1.Gu Y, Peng L, Huang Z. Research on the Catalytic Coupling of Ethanol to $C4$ Olefins: A Multi-Modal Study with BP-NN-Assisted Bayesian Optimization and PSO-Driven Variational Strategies. Communications in Advanced Mathematical Sciences. 2026;9(1):23-33. doi:10.33434/cams.1763837
Chicago
Gu, Yongyi, Liudi Peng, and Zhishang Huang. 2026. “Research on the Catalytic Coupling of Ethanol to $C4$ Olefins: A Multi-Modal Study With BP-NN-Assisted Bayesian Optimization and PSO-Driven Variational Strategies”. Communications in Advanced Mathematical Sciences 9 (1): 23-33. https://doi.org/10.33434/cams.1763837.
EndNote
Gu Y, Peng L, Huang Z (March 1, 2026) Research on the Catalytic Coupling of Ethanol to $C4$ Olefins: A Multi-Modal Study with BP-NN-Assisted Bayesian Optimization and PSO-Driven Variational Strategies. Communications in Advanced Mathematical Sciences 9 1 23–33.
IEEE
[1]Y. Gu, L. Peng, and Z. Huang, “Research on the Catalytic Coupling of Ethanol to $C4$ Olefins: A Multi-Modal Study with BP-NN-Assisted Bayesian Optimization and PSO-Driven Variational Strategies”, Communications in Advanced Mathematical Sciences, vol. 9, no. 1, pp. 23–33, Mar. 2026, doi: 10.33434/cams.1763837.
ISNAD
Gu, Yongyi - Peng, Liudi - Huang, Zhishang. “Research on the Catalytic Coupling of Ethanol to $C4$ Olefins: A Multi-Modal Study With BP-NN-Assisted Bayesian Optimization and PSO-Driven Variational Strategies”. Communications in Advanced Mathematical Sciences 9/1 (March 1, 2026): 23-33. https://doi.org/10.33434/cams.1763837.
JAMA
1.Gu Y, Peng L, Huang Z. Research on the Catalytic Coupling of Ethanol to $C4$ Olefins: A Multi-Modal Study with BP-NN-Assisted Bayesian Optimization and PSO-Driven Variational Strategies. Communications in Advanced Mathematical Sciences. 2026;9:23–33.
MLA
Gu, Yongyi, et al. “Research on the Catalytic Coupling of Ethanol to $C4$ Olefins: A Multi-Modal Study With BP-NN-Assisted Bayesian Optimization and PSO-Driven Variational Strategies”. Communications in Advanced Mathematical Sciences, vol. 9, no. 1, Mar. 2026, pp. 23-33, doi:10.33434/cams.1763837.
Vancouver
1.Yongyi Gu, Liudi Peng, Zhishang Huang. Research on the Catalytic Coupling of Ethanol to $C4$ Olefins: A Multi-Modal Study with BP-NN-Assisted Bayesian Optimization and PSO-Driven Variational Strategies. Communications in Advanced Mathematical Sciences. 2026 Mar. 1;9(1):23-3. doi:10.33434/cams.1763837