Transport of Diluted Species in Porous Media
The Transport of Diluted Species in Porous Media node will use some of the variables solved in the Richards’ Equation interface. Darcy’s velocity, saturated volume fraction, and so forth, are denoted by the dl prefix. Other variables and material parameters are taken from the imported files.
Unsaturated Porous Medium 1
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In the Settings window for Liquid, under Saturation change from Saturation to Liquid volume fraction, then enter dl.theta_l in the θl text field. This is the name for the liquid volume fraction calculated with the Richards’ Equation interface.
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This is the variable from the Richards’ Equation interface.
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The diffusion coefficients are identical for all species. Enter Dl in the text fields for DL,c_a, DL,c_asx, and DL,c_asn.
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The gas diffusion coefficients are identical for all species. Enter Dg in the text fields for DGc_a, DG,c_asx, and DG,c_asn.
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Find the Volatilization section and enter kg_a in the text field for kG,c_a and kg_asn in the text field for kG,c_asn.
The Porous Matrix 1 subnode keeps the default settings.
Adsorption 1
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Select the checkbox for c_a. In the cP,ca text field, enter kp_a*c_a.
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Select the checkbox for c_asx. In the cP,casx text field, enter kp_as*c_asx.
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Select the checkbox for c_asn. In the cP,casn text field, enter kp_asn*c_asn.
Dispersion
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Reactions 1
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In the Rc_a text field, enter dl.theta_l*(-r_1-r_3).
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In the Rc_asx text field, enter dl.theta_l*(r_1-r_2-r_4).
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In the Rc_asn text field, enter dl.theta_l*(r_2-r_5).
Outflow 1
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Concentration 1
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In the c0,c_a text field, enter c0.
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In the c0,c_asx text field, keep the default 0.
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In the c0,c_asn text field, keep the default 0.
Volatilization 1
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In the Volatilization section, enter Dg/d_s in the hc text field.
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In the cGatm,ca text field, keep the default value 0.
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In the cGatm,casn text field, keep the default value 0.