Polarisation as Torsion Mode Selection
Polarisation as Torsion Mode Selection
An AMS Interpretation
Polarisation is usually explained as a property of electromagnetic waves.
In AMS, polarisation is something simpler — and deeper.
It is torsion mode selection.
This article maps classical polarisation directly onto torsional behavior in the aether.
Rotational Freedom vs Rotational Constraint
In AMS, propagating light patterns possess rotational freedom around their direction of travel.
This means:
- The internal structure of the wave can rotate
- No single orientation is preferred
- The pattern is symmetric
This is what classical physics calls unpolarised light.
What Polarisation Really Means
Polarisation occurs when rotational freedom is reduced.
Not blocked.
Not filtered.
Constrained.
The wave is forced to express itself through a preferred torsional plane.
In AMS terms:
Polarisation is the loss of rotational degrees of freedom.
The Sky as a Torsion-Selecting Medium
When solar light propagates through the atmosphere:
- The aether is already under a global torsional influence from the Sun
- The atmospheric medium introduces directional constraint
- Certain torsional expressions are suppressed
- Others are preferentially re-expressed
The result is not random.
It is geometrically determined.
Why Polarisation Peaks at 90 Degrees
At right angles to the solar direction:
- Torsional shear is maximized
- Rotational constraint is strongest
- Polarisation contrast is highest
This is not an optical coincidence.
It is the geometry of torsion interacting with propagation.
The sky becomes a torsion map, centered on the Sun.
Polarisation Lines as Torsion Isocurves
The familiar polarisation “circles” around the Sun are:
- Paths of equal torsional constraint
- Not intensity contours
- Not brightness gradients
They are torsion isocurves in the aether.
This is why:
- Any patch of sky encodes solar direction
- The Sun need not be visible
- The pattern persists through cloud cover
Biological and Mechanical Detection
A polarisation-sensitive system does not “see” brightness.
It detects:
- Directional stiffness
- Rotational asymmetry
- Constraint orientation
Such a system is effectively a torsion compass.
Whether implemented biologically or mechanically, the function is the same:
Determine orientation by reading constraint, not light.
Mapping to Dot Classes
Polarisation involves interaction between:
- Class I dots (propagating light patterns)
- Class II dots (torsional structures in the environment)
The observed effect is a projection of torsion onto propagation.
No particles are exchanged.
No charges are involved.
Only structure interacting with structure.
Final Thought
Polarisation is not a trick of optics.
It is the aether briefly revealing how it is twisted.
Once you see polarisation this way,
you stop asking how bees learned it —
and start asking why we ever forgot it.
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