A Model-Based Analysis of Direct Methanol Production from CO2 and Renewable Hydrogen

Methanol synthesis from CO2 is a key strategy for carbon capture and utilization, offering a viable solution to mitigate climate change. The direct synthesis of methanol not only reduces greenhouse gases but also produces valuable chemicals for industrial applications. The aim of this study is to model and optimize the methanol synthesis process from CO2, focusing on maximizing methanol yield while minimizing CO2 content in the product stream. In this work, a detailed methanol synthesis process simulation was developed using the Soave–Redlich–Kwong equation of state in the Aspen Plus V11 commercial software environment. Pure CO2 streams, which are produced from the post-combustion carbon capture process, and renewable hydrogen streams were used. The results are compared with open literature sources. In addition, a sensitivity analysis was employed to evaluate the effects of the pressure, temperature, and recirculation fraction on process efficiency. The results showed that the highest methanol yield of 76,838 kg/h was obtained at 80 bar, 276 °C, and a recirculation fraction of 0.9. The lowest CO2 content in the final product (73 kg/h) occurred at 80 bar, 220 °C, and a recirculation fraction of 0.6. These findings demonstrate the trade-off between maximizing methanol output and reducing unreacted CO2. In conclusion, optimal operating conditions for both the high yield and low CO2 content were identified, providing a foundation for further process refinement. Future work will involve developing a more complex multi-reactor model and conducting economic assessments for large-scale industrial implementation.

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Published
2025-05-14
DOI
https://doi.org/10.3390/engproc2025087066
Citations
1
Primary Topic
Catalysts for Methane Reforming
Type
article
Field-Weighted Citation Impact
0.39

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A Model-Based Analysis of Direct Methanol Production from CO2 and Renewable Hydrogen

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article

A Model-Based Analysis of Direct Methanol Production from CO2 and Renewable Hydrogen

Azizbek Kamolov, Khayrulla Pulatov, Zafar Turakulov, Adham Norkobilov, Botir Usmonov, Abdulaziz Bakhtiyorov, Bekjon Urunov
article en
1 citations

Abstract

Methanol synthesis from CO2 is a key strategy for carbon capture and utilization, offering a viable solution to mitigate climate change. The direct synthesis of methanol not only reduces greenhouse gases but also produces valuable chemicals for industrial applications. The aim of this study is to model and optimize the methanol synthesis process from CO2, focusing on maximizing methanol yield while minimizing CO2 content in the product stream. In this work, a detailed methanol synthesis process simulation was developed using the Soave–Redlich–Kwong equation of state in the Aspen Plus V11 commercial software environment. Pure CO2 streams, which are produced from the post-combustion carbon capture process, and renewable hydrogen streams were used. The results are compared with open literature sources. In addition, a sensitivity analysis was employed to evaluate the effects of the pressure, temperature, and recirculation fraction on process efficiency. The results showed that the highest methanol yield of 76,838 kg/h was obtained at 80 bar, 276 °C, and a recirculation fraction of 0.9. The lowest CO2 content in the final product (73 kg/h) occurred at 80 bar, 220 °C, and a recirculation fraction of 0.6. These findings demonstrate the trade-off between maximizing methanol output and reducing unreacted CO2. In conclusion, optimal operating conditions for both the high yield and low CO2 content were identified, providing a foundation for further process refinement. Future work will involve developing a more complex multi-reactor model and conducting economic assessments for large-scale industrial implementation.

Karshi State University (UZ), Tashkent Chemical-Technological Institute (UZ)
Universidad de Cantabria, Slovenská technická univerzita v Bratislave
Affordable and clean energy
Openalex Percentile: Top 45%
Catalysts for Methane Reforming
0.39
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