👉 In mathematics and physics, the term "radialization" is used to describe a process by which a vector field in three-dimensional space is transformed into a vector field that is locally equivalent to a scalar field. This transformation is called radializing the vector field. The idea behind radialization is to make the vector field more uniform around its origin (the point where it starts). Radializations are used in many areas of physics and engineering, including electromagnetism, fluid dynamics, and quantum mechanics
