| SI.Volume[ns[1],ns[2],ns[3]] | Vs (from PartialGeometry_3D) | | Unit volumes |
| SI.Area[ns[1] + 1,ns[2],ns[3]] | crossAreas_1 (from PartialGeometry_3D) | | Cross sectional area of unit volume faces perpendicular to dimension-1 |
| SI.Length[ns[1],ns[2],ns[3]] | dlengths_1 (from PartialGeometry_3D) | | Unit cell length in dimension-1 |
| SI.Area[ns[1],ns[2] + 1,ns[3]] | crossAreas_2 (from PartialGeometry_3D) | | Cross sectional area of unit volume faces perpendicular to dimension-2 |
| SI.Length[ns[1],ns[2],ns[3]] | dlengths_2 (from PartialGeometry_3D) | | Unit cell length in dimension-2 |
| SI.Area[ns[1],ns[2],ns[3] + 1] | crossAreas_3 (from PartialGeometry_3D) | | Cross sectional area of unit volume faces perpendicular to dimension-3 |
| SI.Length[ns[1],ns[2],ns[3]] | dlengths_3 (from PartialGeometry_3D) | | Unit cell length in dimension-3 |
| SI.Volume | V_total (from PartialGeometry_3D) | sum(Vs) | Total volume of component |
| SI.Length[ns[1],ns[2],ns[3]] | cs_1 (from PartialGeometry_3D) | | Unit cell centers dimension-1 cartesian coordinate |
| SI.Length[ns[1],ns[2],ns[3]] | cs_2 (from PartialGeometry_3D) | | Unit cell centers dimension-2 cartesian coordinate |
| SI.Length[ns[1],ns[2],ns[3]] | cs_3 (from PartialGeometry_3D) | | Unit cell centers dimension-3 cartesian coordinate |
| SI.Length | r_inner | 0 | Specify inner radius or dthetas in r-dimension and r_outer |
| SI.Length | r_outer | 1 | Specify outer radius or dthetas in r-dimension |
| SI.Angle | angle_theta | 2*Modelica.Constants.pi | Specify overall angle or dthetas in theta-dimension |
| SI.Length | length_z | 1 | Specify overall length or dzs in z-dimension |
| SI.Length[nR,nTheta,nZ] | drs | fill((r_outer - r_inner)/nR, nR, nTheta, nZ) | Unit volume lengths of r-dimension |
| SI.Angle[nR,nTheta,nZ] | dthetas | fill(angle_theta/nTheta, nR, nTheta, nZ) | Unit volume lengths of theta-dimension |
| SI.Length[nR,nTheta,nZ] | dzs | fill((length_z)/nZ, nR, nTheta, nZ) | Unit volume lengths of z-dimension |
| SI.Length[nR,nTheta,nZ] | rs | | Position in r-dimension |
| SI.Angle[nR,nTheta,nZ] | thetas | | Position in theta-dimension |
| SI.Length[nR,nTheta,nZ] | zs | | Position in z-dimension |
