Field Function Types

Scalar Field Functions

Scalar field functions are field functions that correspond to just one number (zero, positive or negative) at a specific location.

Vector Field Functions

Vector field functions define a vector that can be expressed in different coordinate systems.

They have the following components when presented in the scalar selection list, depending on the coordinate system with which they are associated:
  • Magnitude
  • Cartesian or Laboratory:
    • i
    • j
    • k
  • Cylindrical:
    • Radial
    • Tangential
    • Axial
  • Spherical:
    • Radial
    • Polar
    • Azimuthal

Array Field Functions

Array field functions are field functions that are defined as three numbers at each location.

No coordinate system transformations are possible. They have the following components when presented in the scalar selection list:
  • Magnitude
  • [X-component value]
  • [Y-component value]
  • [Z-component value]

Position Field Functions

Position field functions are field functions that are defined as a position at each location.

They can be transformed into different coordinate systems using position transformations. They have the following components when presented in the scalar selection list, depending on the coordinate system with which they are associated:
  • Magnitude
  • Cartesian or Laboratory:
    • X
    • Y
    • Z
  • Cylindrical:
    • r
    • theta
    • z
  • Spherical:
    • r
    • theta
    • phi

Symmetric Tensor Field Functions

See Symmetric Tensor Field Functions.