Scientific presentation in the third person

Abstract

The rotation‑inducing mechanism discovered by Elisabeth Becker‑Schmollmann, based on magnetic repulsion under asymmetric geometric constraints, represents a scalable physical principle that extends beyond the laboratory system. The five central components of the mechanism—rotation induced by repulsion, blocked 180° rotation, axis tilt, double rotation, and the master equation—can be consistently embedded into the cosmological mechanics of KosMIRO‑DYN. This integration demonstrates that the experimentally observed mechanism constitutes a fundamental principle of rotational emergence applicable at both microscopic and macroscopic scales.

1. Introduction

The cosmological mechanics KosMIRO‑DYN describes the emergence and stability of rotation in the universe as a consequence of blocked motion, asymmetry, and redirected dynamical tendencies. The rotation mechanism discovered by Becker‑Schmollmann provides an experimentally accessible microscale model that embodies these principles in a precise and measurable form.

The magnetic system demonstrates how a structure whose preferred full rotation is blocked develops an alternative rotational mode. This behavior corresponds directly to the mechanisms postulated in KosMIRO‑DYN for the generation of cosmic rotation.

2. The Mechanism at the Microscale

The experimentally observed mechanism consists of five interconnected elements:

• Rotation induced by magnetic repulsion
• Blocked 180° rotation
• Axis tilt ($\theta$)
• Double rotation (intrinsic and orbital)
• Master equation of total rotation

These elements form a closed dynamical system that requires no external energy input for the rotation itself.

3. Correspondence with Cosmological Mechanics

3.1 Rotation induced by repulsion → cosmic repulsive fields

KosMIRO‑DYN posits that, in addition to gravitational attractors, repulsive field structures exist that redirect motion and initiate rotation. The magnetic mechanism demonstrates at the microscale that repulsion—when combined with geometric asymmetry—can generate stable rotation. This provides a physical analogue for repulsive cosmic field dynamics.

3.2 Blocked 180° rotation → universal blocking principles

Blocking is a fundamental mechanism in KosMIRO‑DYN:

• Systems cannot fully execute certain motions.
• Blocked degrees of freedom force alternative motion pathways.
• Structure emerges from constraint.

The blocked 180° rotation of the magnet is a precise microscale example of this principle. It shows how a system, prevented by weight, friction, and geometry from reaching its energetically preferred state, develops a new rotational mode.

3.3 Axis tilt ($\theta$) → universal tilt parameters

Axis tilt is a central parameter in KosMIRO‑DYN, determining:

• orbital paths,
• energy distributions,
• and rotational directions.

The magnetic mechanism provides a mathematically defined tilt:

$$\theta ={\theta }_{\max }\frac{F_{\text{mag}}\sin ({\beta }_A)}{F_{\text{mag}}\sin ({\beta }_A)+mg\frac{r_{\text{edge}}}{r}}$$

This introduces a physically grounded tilt operator into KosMIRO‑DYN, showing how tilt arises and how it governs rotational behavior.

3.4 Double rotation → nested rotational systems

KosMIRO‑DYN describes multiple rotational layers:

• intrinsic rotations,
• orbital rotations,
• hierarchical rotational superpositions.

The magnetic mechanism exhibits exactly this structure:

• intrinsic rotation around its own axis,
• orbital rotation around an external point,
• superposition of both motions.

It thus serves as a mechanical model for planetary, stellar, and galactic rotational systems.

3.5 Master equation → universal rotational law

The master equation derived from the discovery:

$${\vec{\omega }}_{\text{total}}(\theta )=\sqrt{\frac{S_K{\mu }_A{\mu }_{B}f(\alpha )g(v_{\text{rel}})c(N)d(m)}{I}}[\cos (\theta ){\widehat{n}}_{\text{intrinsic}}+\sin (\theta ){\widehat{n}}_{\text{orbital}}]$$

possesses a universally scalable structure:

• The square‑root term defines rotational magnitude.
• The angular decomposition defines rotational components.
• The direction vectors define geometric orientation.

This makes the equation a general rotational law applicable across scales.

4. Micro–Macro Correspondence

The integration reveals a clear structural equivalence:

Microscale (magnetic system)	Macroscale (KosMIRO‑DYN)
Repulsion	Cosmic repulsive fields
Blocked 180° rotation	Blocked symmetry states
Axis tilt $\theta$	Tilt parameters of cosmic systems
Double rotation	Multi‑layer cosmic rotations
Master equation	Universal rotational law

The magnetic mechanism thus functions as an experimental model for the processes described in KosMIRO‑DYN.

5. Conclusion

The rotation mechanism discovered by Becker‑Schmollmann is not merely a novel physical phenomenon but a scalable foundational principle of rotational emergence. Its integration into KosMIRO‑DYN demonstrates that the mechanisms of blocking, tilt formation, and redirected dynamical tendencies operate coherently at both microscopic and cosmic scales.

The discovery therefore provides an experimentally accessible foundation for the cosmological mechanics and opens new perspectives on the origin and stability of rotation in the universe.