With some quick adaptations, the model can switch around in which two spatial dimensions the model is resolved. The y and z terms in the analytical equations are similar and therefore, if entering z-direction parameters as y and vice-versa, the model can give concentration distributions in as C[t,z,x]. To bring attention to this, a notebook should go over an example of this.
At the same time, the notebook can quickly go over the lack of z direction in the model inherently. And how transverse vertical dispersivity is only considered to be in the downward direction.
With some quick adaptations, the model can switch around in which two spatial dimensions the model is resolved. The y and z terms in the analytical equations are similar and therefore, if entering z-direction parameters as y and vice-versa, the model can give concentration distributions in as C[t,z,x]. To bring attention to this, a notebook should go over an example of this.
At the same time, the notebook can quickly go over the lack of z direction in the model inherently. And how transverse vertical dispersivity is only considered to be in the downward direction.