The Nature of Fields
A field is NOT something that exists in space — a field IS space itself moving in a pattern around matter.
Core Insight
In traditional physics, fields are considered entities that exist within space. But in the unified field theory, a field IS the pattern of space itself moving in a cylindrical helix around matter. Space is not a static container — space itself is in motion, and this motion IS the “field.”
Cylindrical Helix Decomposition
The cylindrical helical motion of space around matter can be decomposed into two fundamental components, which together construct three-dimensional space:
- Rotation Component
Gives rise to 2 dimensions (the rotation plane) and creates the feeling of “time.” The rotation itself is the source of the observer's perception of time passing.
- Linear Component
Linear motion perpendicular to the rotation plane, giving rise to the 3rd dimension.
- Combined Result
Rotation + linear = cylindrical helix → produces complete 3D space.
Unification of Four Types of Fields
The fields corresponding to the four fundamental forces are all fragments of the cylindrical helical motion:
| Helical Component | Corresponding Field | Mathematical Description |
|---|---|---|
| Linear velocity | Electric field | Divergence describes the linear part |
| Rotational velocity | Magnetic field | Curl describes the rotational part |
| Centripetal acceleration | Gravitational field | Directed toward the axis of rotation |
| Coupling at small scales | Nuclear force | Coupling effect between components |
Propagation Speed of Fields
An important corollary: fields can propagate faster than the speed of light. This is because a field is the motion of space itself, and space itself has no mass and no charge, so it is not limited by c. The constancy of the speed of light constrains the propagation of massive objects and information, but the motion pattern of space itself is not bound by this limit.
Mathematical Description
- Divergence — describes the linear part of the helical motion, corresponding to the divergent nature of the electric field
- Curl — describes the rotational part of the helical motion, corresponding to the circulating nature of the magnetic field
The traditional Maxwell's equations use divergence and curl to describe electric and magnetic fields separately, which in fact correspond exactly to the two components of helical motion. The unified field theory reveals a deeper unity behind them.
Interactive 3D Visualization
Drag the 3D model below to observe from different angles how cylindrical helical motion decomposes into electric field (blue), magnetic field (green), and gravitational field (red) components.
Note: The theoretical framework above has not undergone academic peer review. This site presents Zhang Xiangqian's theoretical system for reference and independent verification by interested researchers. We make no judgment on the correctness of the theory.