(571a) New Pressure Drop Correlation for Structured Adsorbents with Parallel Triangular Channels
AIChE Annual Meeting
2021
2021 Annual Meeting
Separations Division
Experimental Methods in Adsorption
Wednesday, November 10, 2021 - 3:30pm to 3:48pm
A 1D axial pressure drop correlation was developed for a structured adsorbent with parallel triangular channels, based on the Darcy-Weisbach (DW) equation, which includes both laminar and turbulent contributions to the pressure drop. Validation of this 1D-DW correlation was done against a 3D Navier-Stokes (NS) CFD model using COMSOL and bench-scale experiments using a Catacel structured adsorbent with parallel triangular channels. A wide range of velocities, pressures, channel dimensions and gas molecular weights were explored. To resolve the 1D-DW correlation, expressed in terms of a Darcy friction factor involving just two fitting parameters f1 and f2, an analytic expression derived from the differential 1D-DW model was simultaneously regressed with all the results obtained from the 3D-NS model using air at 25 oC. Then predictions from the differential 1D-DW correlation, now solved numerically in COMSOL, were contrasted against those from the 3D-NS model for the same conditions using CO2 and He in addition to air at 25 oC. The 1D-DW correlation agreed well with the 3D-NS model. The 1D-DW correlation also showed good agreement with experiment for all outlet pressures and all three gases. These results indicated the 1D-DW correlation could be used with confidence in an adsorption process simulator to predict the pressure drop in a structured adsorbent with parallel triangular channels. This work also established and validated a non-experimental procedure for developing 1D axial pressure drop correlations by contrasting against more rigorous 3D-NS CFD models. This non-experimental procedure should be applicable to a variety of structured adsorbents with parallel channels, and it should be especially advantageous for large-scale structured beds, where experiments might be problematic.