User:Jcreer/GMS 99.99 Changes: Difference between revisions
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Changes to options and grid data | Changes to options and grid data | ||
===OPTIONS=== | ===OPTIONS=== | ||
*'' | *''SAVE FLOWS'' – Save flows to budget file. | ||
*'' | *''PRINT FLOWS'' – Print flows to listing file. | ||
*'' | *''SORPTION'' – | ||
*'' | *''FIRST ORDER DECAY'' – | ||
*''TSHIFTMD'' – indicates that the MODFLOW start time (t = 0) is not the starting time of matrix diffusion, and the subsequent real variable. | |||
*''MD FILEOUT'' – | |||
*''Concentration Fileout'' – Save concentration to file. | *''Concentration Fileout'' – Save concentration to file. | ||
*''Budget Fileout'' – Save budget to file. | *''Budget Fileout'' – Save budget to file. | ||
Revision as of 22:20, 19 April 2022
MF 6 MDT Package
Changes to options and grid data
OPTIONS
- SAVE FLOWS – Save flows to budget file.
- PRINT FLOWS – Print flows to listing file.
- SORPTION –
- FIRST ORDER DECAY –
- TSHIFTMD – indicates that the MODFLOW start time (t = 0) is not the starting time of matrix diffusion, and the subsequent real variable.
- MD FILEOUT –
- Concentration Fileout – Save concentration to file.
- Budget Fileout – Save budget to file.
- Hydraulic conductivity for fracture only (FRANHK) – Indicates that the hydraulic conductivity and storage terms (for transient simulations) which are input are only for the fracture (mobile) domain. Otherwise, it is assumed that the hydraulic conductivity and storage input for the flow simulation are effective hydraulic conductivity and storage terms for the medium, representative of the entire volume.
- Darcy flux hydraulic conductivity for fracture only (FRADARCY) – Indicates that the Darcy flux should be computed only for the fracture domain by use of this hydraulic conductivity value. Thus, the input hydraulic conductivity is divided by the fracture volume fraction. Also, the storage terms (for transient simulations) which are input are only for the fracture (mobile) domain.
- Shift matrix diffusion start time (TSHIFTMD) – indicates that the MODFLOW start time (t = 0) is not the starting time of matrix diffusion, and the subsequent real variable.
