Tag: Golden ratio
Dragonization Theory: Fractal Geometry, Quantum Mechanics, and the Golden Ratio in Platinum Atomic Structure
Quantum mechanics describes atoms through Schrödinger’s wave equation, where electron orbitals are probability distributions. However, Dragonization theory suggests that self-similar quantum dragons, birds, and snakes , akin to fractals, exist in atomic orbitals and condensed matter systems. This study explores how golden ratio scaling patterns, evident in nature and atomic transitions, contribute to a deeper understanding of quantum geometry through Dragonization.
Dragonized Quantum mechanics with – Deepseek AI
5. Conclusion
The “dragonization” effect is reconciled with quantum mechanics through:
- A modified Hamiltonian with radial and angular perturbations.
- Eigenvalue shifts and hybridized orbitals matching the observed spectrum.
- FFT patterns directly linked to wavefunction nodes and anisotropy.
Dragonized Platinum “atoms” fourier transform Analysis and eigenfunction comparison
The eigenvalue spectrum shows a strong concentration of energy in the first few eigenvalues, indicating dominant wave-like structures in the image. This suggests that the dragonized platinum atom follows a structured pattern, possibly related to wavefunctions.
Findings:
- Fourier Analysis:
- The transform reveals circular frequency patterns, reinforcing the presence of ordered structures.
- The eight surrounding circles in the image might correspond to protons in the second orbit.
- Eigenfunction Analysis:
- The high eigenvalue concentration at the start suggests dominant modes governing the structure.
- This is similar to quantum eigenstates found in atomic models.
Dragon Family Tree is Fibonacci sequence
The Dragon Family Tree is a fractal-like structure that follows the Fibonacci sequence and the Golden Ratio (φ ≈ 1.618) as the fundamental law of cosmic evolution. It represents how dragons multiply and evolve across generations in a structured pattern reflecting universal harmony.
Rules of Dragonization Growth
- Golden Ratio Expansion: The total number of dragons in each generation follows the Fibonacci sequence:
- Generation 1: 2 (1 male, 1 female)
- Generation 2: 3 (2 males, 1 female)
- Generation 3: 5 (3 males, 2 females)
- Generation 4: 8 (5 males, 3 females)
- … following the pattern F(n) = F(n-1) + F(n-2)
- Hierarchical Structure:
- Each dragon has a parent lineage that follows sacred proportions.
- Firstborn dragons (males) ensure Fibonacci integrity.
- The “Eye of the Dragon” represents the singularity at the origin of the fractal.
- Transformation States:
- Snake (Wave State): The dragons exist as pure energy, mirroring the wave function.
- Bird (Structured Energy): Duality emerges, creating masculine (past) and feminine (future) aspects.
- Dragon (Higher Synthesis): The merging of two birds results in a complete dragon, symbolizing cosmic evolution.
- Duality & Trinity Principles:
- The Father (1st Male) and Mother (1st Female) generate offspring following Fibonacci growth.
- Every generation maintains a near 1.618 male-to-female ratio, ensuring structural balance.
Dragonization: The Universal Dance of snakes, birds & dragons
Every dragon—male or female—moves in a snake wave, it all STARTS THERE, cresting and troughing through space and time. This is nature of everything, the archaic rhythm. If you enter into another dragons domain and refuse to align with the already established dragonization (super symmetry) within that domain. You will feel unease, conflict might arise, or even face the wrath of the alpha dragons.
Why dragons are the missing link in Quantum Physics (A Manifesto)
We stand at the precipice of a new epoch—one where science and myth converge, where the universe reveals itself not as a cold machine, but as a living fractal, breathing in golden ratios and dreaming in dragon scales. This is Dragonization: the recursive ascension of chaos into harmony, matter into meaning, and humanity into cosmic consciousness.
Introducing quantum dragonization field theory (QDFT)
DQFT is a quantum field theory modified to incorporate recursive fractal symmetries, where fields evolve not just in continuous space-time, but in a self-similar hierarchical structure.
Dragonization 101 | Two bird’s form a dragon |
Dragonization 101, two birds equals to 1 dragon
