Model UUON-OH-0001 Low-poly 3D model

UUON-OH-0001 Specification SummaryΔmension Mathematical Universe – Nanometer-Precision Calabi-Yau Geometry****Model OverviewModel ID: UUON-OH-0001

Mathematical Type: Calabi-Yau Surface (parametric)

Vertex Count: 2,601

Parametric Equation Parameters:

a = 1

b = 0.8

c = 0.6

d = 0.4

Domain Range:

u: 0 to 2π

v: 0 to 2π

Mathematical Foundation

This model is derived from a Calabi-Yau surface equation, implemented with high-order parametric continuity. The mesh topology is driven by harmonic curvature mapping and phase-consistent symmetry collapse, captured across a 2D complex manifold domain.

Each vertex is computed with sub-nanometer resolution, preserving mathematical fidelity for analytical use in physics, computation, and spatial simulation. The structure allows for differential flow analysis, topological coherence modeling, and symbolic compression of multi-field phenomena.

Geometric Intelligence

Model UUON-OH-0001 functions as a field-coherent geometric intelligence engine. The underlying Calabi-Yau logic encodes principles of:

Dimensional Folding

Topological Stability

Curvature Resonance

Energetic Equilibrium Symmetry

This geometry is applicable as both a visual scaffold and a computational architecture for systems that simulate:

Quantum state collapse

Multidimensional mapping

Frequency-domain harmonics

Space-time vector modeling

Non-Euclidean geometry

String theory and multidimensional physics

Topological symmetry analysis

Spatial computation models

Rendering & Export Details

Visualization Mode: Wireframe

Color Mode: Neon Green

Export Resolution: Ultra-HD (10x scaling)

Material: PBR Standard

Metalness / Roughness: 0.3 / 0.2

Export Formats: GLB, USDZ, OBJ

Export Package: Ultra-HD ZIP Package

Created By: Phillip A. Ruiz III / UUON Foundation

Platform: Δmension Mathematical Universe

Creation Date: July 22, 2025