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Molar velocity of gas (mol/m2 s).
Molar velocity of liquid (mol/m2 s).
Molar velocity of solid (mol/m2 s).
Equations (25) and (26) represent the total molar velocity of gas and condensate.
Therefore, the molar velocity of liquid phase and components is calculated using carbon dioxide absorbance and reaction stoichiometry.
The friction-based diffusion theory of Zielinski and Hanley was extended to newly include the friction-average molar velocity as a reference frame.
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An optimum Ni loading for HDS and HDN activity was found as 1.656 mmol g−1 (11.0 wt.% Ni2P) which gave an HDS conversion of 99% and an HDN conversion of 100% at a molar space velocity of 0.88 h−1.
The present model based on the diffusivity-related molar average velocity provides better predictions for the diffusive flux in a ternary miscible liquid compared to the other existing theories.
The gas molar fraction and velocity decay along the jet centreline were calculated using the modified reacting solver, and the numerical findings were compared with available experimental data.
To investigate the various flow behaviors and mass transfer between different components, such as H2 and CO in the membrane, the pressure, velocity, molar concentration, mass flowrate and rarefaction of the H2 and CO components are compared in details.
The influences of various reaction parameters such as reaction temperature, space velocity, reactant molar ratio are discussed.
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