Semi-discrete finite difference solution to sorption-convection-dispersion in a column
A finite difference mwthod was applied to solve the soprtion-convection-dispersion partial differential equations (PDEs) in a column, where six driving force models were considered. Solutions to all goiverning PDEs were coded in the Mathcad and MATLAB environments using second order regular and four...
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| Format: | Thesis |
| Idioma: | English |
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