List of examples

Examples with the letter A refer to diffusion models in a single material, while examples with letter B and C refer to a diffusion couple. In B the model uses flux conditions to describe the interface whereas the models labelled C perform total mass balance calculations. Examples with letter D describe the thermodynamically constrained crystal growth/resorption. However, we have some more examples included, which show the stepwise increasing complexity of the codes. They have names without any reference letter.

Examples

  1. A1: Intracrystalline diffusion within a planar crystal
  2. A2: Intracrystalline diffusion in a spherical crystal
  3. B1: Intercrystalline diffusion within a spherical diffusion couple
  4. B2: Diffusion within a spherical diffusion couple for the case of time-evolving diffusivity
  5. B3: Major element diffusion within a diffusion couple => Pending
  6. B4: Spherical crystal growth due to Rayleigh fractionation in a growth and diffusion couple with $`D^A << D^B`$
  7. B5: Growth of an alloy from a melt in a planar geometry
  8. B6: Growth of a spherical crystal in a diffusion couple ($`v_A > 0`$)
  9. B7: Growth of a spherical crystal in a diffusion couple ($`v_A < 0`$)
  10. C1: Spherical crystal growth due to Rayleigh fractionation in a growth and diffusion couple with $`D^A << D^B`$
  11. C2: Growth of a spherical crystal in a diffusion couple ($`v_A < 0`$)
  12. D1: Diffusion-limited crystal growth of olivine
  13. Simple_Diff: Diffusion within a single crystall
  14. Diffcoupleno_interaction: Diffusion couple, which is build from 2 single crystals without an ion-exchange reaction
  15. DiffcoupleFlux: Diffusion couple with ion-exchange using flux balance at the interface
  16. DiffcoupleMB: Diffusion couple with ion-exchange using total mass balance at the interface
  17. DiffcoupleFlux_growth: Diffusion couple with ion-exchange using flux balance at the interface and simultaneous growth
  18. DiffcoupleMB_growth: Diffusion couple with ion-exchange using total mass balance at the interface and simultaneous growth