Study of CO 2 desublimation during cryogenic carbon capture using the lattice Boltzmann method

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Abstract

Cryogenic carbon capture (CCC) can preferentially desublimate out of the flue gas. A widespread application of CCC requires a comprehensive understanding of desublimation properties. This is, however, highly challenging due to the multiphysics behind it. This study proposes a lattice Boltzmann (LB) model to study desublimation on a cooled cylinder surface during CCC. In two-dimensional (2-D) simulations, various desublimation and capture behaviours are produced in response to different operation conditions, namely, gas velocity (Péclet number) and cylinder temperature (subcooling degree). As increases or decreases, the desublimation rate gradually becomes insufficient compared with the supply via convection/diffusion. Correspondingly, the desublimated solid layer (SCL) transforms from a loose (i.e. cluster-like, dendritic or incomplete) structure to a dense one. Four desublimation regimes are thus classified as diffusion-controlled, joint-controlled, convection-controlled and desublimation-controlled regimes. The joint-controlled regime shows quantitatively a desirable capture performance: fast desublimation rate, high capture capacity, and full cylinder utilization. Regime distributions are summarized on a-space to determine operation parameters for the joint-controlled regime. Moreover, three-dimensional simulations demonstrate four similar desublimation regimes, verifying the reliability of 2-D results. Under regimes with loose SCLs, however, the desublimation process shows an improved capture performance in three dimensions. This is attributed to the enhanced availability of gas-solid interface and flow paths. This work develops a reliable LB model to study desublimation, which can facilitate applications of CCC for mitigating climate change.

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Lei, T., Luo, K. H., Hernández Pérez, F. E., Wang, G., Wang, Z., Restrepo Cano, J., & Im, H. G. (2023). Study of CO 2 desublimation during cryogenic carbon capture using the lattice Boltzmann method. Journal of Fluid Mechanics, 964. https://doi.org/10.1017/jfm.2023.227

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