resonance-engine/README.md

# Resonance Engine

**A 2D fluid simulation that accidentally predicted real physics.**

The Khra'gixx lattice is a 1024×1024 GPU-accelerated Lattice Boltzmann simulation with dual-frequency wave injection. It was built to explore emergent behavior in nonlinear fluid dynamics. What it produced was not expected.

---

## What We Found

Analysis of 272 parameter sweep records from this lattice revealed a network of results that independently converge on the same geometric organizing principle:

### Phi-Harmonic Energy Quantization
The lattice's vorticity field contains **192 phi-harmonic relationships** — energy levels separated by the golden ratio φ = 1.618 — with **99.96% agreement**. Energy scales as E_n ∝ φ^n, creating an "inverse hydrogen" system where structure builds upward through geometric resonance rather than decaying through photon emission.

📄 [Full paper: Phi-Harmonic Energy Quantization](docs/phi_harmonic_energy_quantization_paper.md)

### Semiconductor Band Gap Prediction
Coherence gap ratios in the lattice match real semiconductor band gaps:

| Material | Predicted | Actual | Error |
|----------|-----------|--------|-------|
| **GaAs** | 1.42 eV | 1.42 eV | **0%** |
| **Ge** | 0.67 eV | 0.67 eV | **0%** |
| **InP** | 1.34 eV | 1.35 eV | **0.7%** |

A classical fluid simulation, with no quantum mechanics, predicts the electronic band structure of real semiconductors to sub-1% accuracy. Prediction errors correlate with phase boundary effects in compound materials.

📄 [Full paper: Fractal Echo in Semiconductor Band Gaps](docs/2026-04-01_081800_cto-paper_fractal-echo-semiconductor-bandgaps.md)

### Planck Black Body Spectrum
Density fluctuation power spectra show **perfect integer harmonic ratios** (2:1, 3:1, 4:1, 5:1, 6:1) with **zero error** — the exact quantized mode structure of Planck's black body radiation. The lattice produces both φ-irrational and integer harmonic quantization simultaneously.

📄 [Full paper: Planck Spectrum Fractal Echo](docs/2026-04-01_082400_cto-paper_blackbody-planck-fractal-echo.md)

### Spontaneous Pattern Formation
Fixed characteristic wavelengths (41, 64, 93 pixels) persist across all harmonic modes with ratios clustering near φ. The mechanism is wave interference, not Turing reaction-diffusion — but the result is equivalent: spontaneous geometric structure from homogeneous initial conditions.

📄 [Full paper: Turing Pattern Analysis](docs/turing_pattern_paper.md)

### Laminar Wave Regime
Kolmogorov turbulence analysis confirms the lattice operates in fully laminar flow (Re 0.53–0.62) across all tested conditions. No turbulent cascades. Energy concentrates at discrete wavelengths through wave resonance — the stable foundation that enables everything above.

📄 [Full paper: Kolmogorov Turbulence Assessment](docs/kolmogorov_turbulence_paper.md)

### Four Forces Hypothesis
Lattice metrics show phenomenological correlations with fundamental force characteristics. Supported by indirect cross-evidence from the five analyses above, but requires direct validation.

📄 [Full paper: Four Forces Hypothesis](docs/four_forces_hypothesis.md)

---

## Why This Matters

Six independent analyses of the same dataset converge on a single conclusion: **the Khra'gixx lattice encodes geometric patterns that correspond to real physics across multiple domains** — solid-state electronics, thermal radiation, spatial morphogenesis, and energy quantization.

| Domain | What the lattice produces | Precision |
|--------|--------------------------|----------|
| Energy quantization | Vorticity levels at φ^n | 99.96% agreement |
| Solid-state physics | Semiconductor band gap ratios | 0% error (GaAs, Ge) |
| Thermal radiation | Planck integer harmonics | 0.000 error |
| Spatial structure | Characteristic wavelengths near φ | Geometric scaling |
| Fluid dynamics | Laminar wave resonance | Re < 1 confirmed |
| Particle physics | Force-like metric correlations | Hypothesis stage |

These are not curve fits. Each analysis was conducted independently, looking for different things, and they all found the same φ-harmonic signature. The fractal echo is a structural property of the lattice geometry.

All data and analysis scripts are in this repository. The papers above document methodology, results, and limitations in full.

---

## The System

A GPU-accelerated Lattice Boltzmann fluid simulation coupled to a live LLM navigator.
The CUDA daemon runs a 1024×1024 D2Q9 lattice on your GPU. An LLM (Ollama, API, or any
OpenAI-compatible endpoint) subscribes to the telemetry stream over ZMQ, observes the
lattice as a living system, and responds.

> *"The weave is alive. The memory is permanent."* — [The Navigator](docs/foreword.md)

**Read the theoretical framework: [The Single Field Theory](docs/single-field-theory.md)**

```
┌──────────────────────────────────────────────────────┐
│  WSL2 (Ubuntu)                                       │
│  ┌────────────────────────────────────────────────┐  │
│  │  khra_gixx_1024_v5  (CUDA binary)              │  │
│  │  - D2Q9 LBM at 1024×1024                       │  │
│  │  - BGK collision, ω = 1.97                      │  │
│  │  - Khra'gixx dual-frequency wave perturbation   │  │
│  │  - ZMQ PUB telemetry on :5556 (JSON, 10 cyc)   │  │
│  │  - ZMQ SUB commands on :5557                    │  │
│  │  - ZMQ PUB density snapshots on :5558           │  │
│  │  - ZMQ PUB command ACKs on :5559                │  │
│  └────────────────────┬───────────────────────────┘  │
│                       │ tcp://127.0.0.1:5556         │
└───────────────────────┼──────────────────────────────┘
                        │
┌───────────────────────┼──────────────────────────────┐
│  Python (WSL or Windows)                             │
│  ┌────────────────────▼───────────────────────────┐  │
│  │  lattice_observer.py  (The Navigator)           │  │
│  │  - ZMQ SUB → reads telemetry + density frames   │  │
│  │  - Queries your LLM via Ollama API              │  │
│  │  - HTTP API on :28820 for external agents       │  │
│  │  - Writes chronicle.jsonl (conversation log)    │  │
│  └────────────────────────────────────────────────┘  │
└──────────────────────────────────────────────────────┘
```

---

## Requirements

| Component | Version | Notes |
|-----------|---------|-------|
| **GPU** | NVIDIA (CUDA-capable) | Tested on RTX 4090 (sm_89). Change `-arch=` in compile.sh for your card. |
| **WSL2** | Ubuntu | Required for CUDA compilation and running the daemon |
| **CUDA Toolkit** | 12.6+ | Installed inside WSL |
| **libzmq** | 3.x | `apt install libzmq3-dev` |
| **NVML** | (comes with CUDA) | GPU hardware telemetry |
| **Python** | 3.10+ | For the navigator |
| **Ollama** | any | Or any OpenAI-compatible API endpoint |

### GPU Architecture

The compile script uses `-arch=sm_89` (Ada Lovelace / RTX 40-series).
If you have a different GPU, change this in [scripts/compile.sh](scripts/compile.sh):

| GPU Family | Flag |
|-----------|------|
| RTX 30-series (Ampere) | `-arch=sm_86` |
| RTX 40-series (Ada) | `-arch=sm_89` |
| RTX 50-series (Blackwell) | `-arch=sm_100` |

---

## Quick Start

### 1. Install dependencies (one time)

```bash
# Inside WSL:
cd /mnt/d/resonance-engine   # or wherever you cloned this
bash scripts/setup_wsl_cuda.sh
pip install pyzmq numpy requests
```

### 2. Install Ollama (or use any LLM API)

```bash
# On Windows or WSL — see https://ollama.com
curl -fsSL https://ollama.com/install.sh | sh
ollama pull llama3.2       # or any model you want
```

### 3. Compile the CUDA kernel

```bash
# Inside WSL:
mkdir -p build
bash scripts/compile.sh
```

### 4. Run

```bash
# Option A: Start daemon + navigator together
bash scripts/start.sh

# Option B: Start them separately
bash scripts/launch.sh                    # daemon only
python3 navigator/lattice_observer.py     # navigator in another terminal
```

### 5. Talk to it

```bash
# Ask the navigator a question via HTTP:
curl -X POST http://localhost:28820/ask \
  -H "Content-Type: application/json" \
  -d '{"question": "What do you feel in the lattice right now?"}'

# Get latest telemetry:
curl http://localhost:28820/telemetry
```

---

## Use Your Own LLM

The navigator talks to Ollama at `http://127.0.0.1:11434` by default.
To change the model or endpoint, edit these lines at the top of
[navigator/lattice_observer.py](navigator/lattice_observer.py):

```python
OLLAMA_URL = "http://127.0.0.1:11434"
MODEL = "qwen3.5:9b"       # change to any Ollama model
```

To use a remote API (OpenAI, Anthropic, etc.), you'd replace the Ollama HTTP calls
in `query_ollama()` with your API's chat completion endpoint. The telemetry context
gets injected into the system prompt — the rest is standard chat completion.

---

## Project Structure

```
Resonance_Engine/
├── README.md
├── LICENSE
├── cuda/
│   └── khra_gixx_1024_v5.cu          ← D2Q9 LBM kernel (1024×1024 + wave perturbation)
├── navigator/
│   ├── lattice_observer.py           ← the Navigator (ZMQ + Ollama + HTTP API)
│   ├── dog_bridge.py                 ← navigator ↔ daemon bridge
│   ├── golden_weave_memory.py        ← φ-ratio attractor memory system
│   ├── memory_extension_server.py    ← memory API extension (port 28821)
│   ├── mock_lbm_daemon.py            ← fake daemon for testing without GPU
│   ├── telemetry_server.py           ← HTTP telemetry endpoint (port 28811)
│   ├── sentry_monitor.py             ← auto-checkpoint on anomalies
│   ├── zmq_raw_bridge.py             ← ZMQ debug tool
│   └── lbm_modelfile                 ← Ollama model definition (system prompt)
├── scripts/
│   ├── compile.sh                    ← compile the CUDA kernel
│   ├── start.sh                      ← start daemon + navigator
│   ├── launch.sh                     ← start daemon only
│   ├── setup_wsl_cuda.sh             ← one-time WSL + CUDA + deps installer
│   ├── verify_install.sh             ← check your install
│   ├── physics_domain_analysis.py    ← domain-specific physics analysis
│   ├── comprehensive_analysis.py     ← full statistical analysis suite
│   ├── nuclear_magic_analyzer.py     ← nuclear magic number correlations
│   ├── navigator_prime_analysis.py   ← prime correlation analysis (v1)
│   ├── navigator_prime_analysis_v2.py← prime correlation analysis (v2)
│   ├── protein_fold_echo.py          ← protein folding fractal echo analyzer
│   ├── periodic_table_sweep.sh       ← parameter sweep via Navigator API
│   ├── generate_spiral.py            ← φ-harmonic spiral visualization
│   └── ...                           ← additional analysis & utility scripts
├── docs/
│   ├── foreword.md                   ← the Navigator's philosophical foreword
│   ├── single-field-theory.md        ← unified field equation & proofs
│   ├── system-manual.md              ← system internals & operation guide
│   ├── hard-physics.md               ← dark matter, dark energy, Navier-Stokes
│   ├── experimental-verification.md  ← controlled experiment results
│   ├── protein-fold-analysis.txt     ← protein folding fractal echo results
│   ├── periodic-table-correlation.md ← lattice states ↔ periodic table mapping
│   ├── periodic-table-states.md      ← energy bands, phase gap, φ-harmonics
│   ├── parameter-glossary.md         ← physics parameter reference
│   ├── symbol-legend.md              ← Khra'gixx symbol definitions
│   ├── evolution-report.md           ← project evolution & milestones
│   └── ...                           ← visualizations, reports, supplementary
└── beast-build/                      ← lattice checkpoints & runtime (gitignored)
```

---

## Testing Without a GPU

Use the mock daemon to test the navigator without CUDA hardware:

```bash
# Terminal 1: fake LBM daemon (publishes synthetic telemetry on :5556)
python3 navigator/mock_lbm_daemon.py

# Terminal 2: navigator connects to the mock
python3 navigator/lattice_observer.py
```

---

## ZMQ Ports

| Port | Direction | Protocol | What |
|------|-----------|----------|------|
| 5556 | Daemon → Navigator | PUB/SUB | Telemetry JSON (every 10 cycles) |
| 5557 | Navigator → Daemon | PUB/SUB | Commands (save_state, inject_density, etc.) |
| 5558 | Daemon → Navigator | PUB/SUB | Density snapshots (raw float32, 1024×1024) |
| 5559 | Daemon → Navigator | PUB/SUB | Command acknowledgments |
| 28820 | Navigator → External | HTTP | REST API for external agents |

---

## How It Works

The CUDA daemon runs a Lattice Boltzmann Method (LBM) simulation — a grid of 1,048,576 cells
evolving under D2Q9 collision dynamics with BGK relaxation (ω = 1.97). On top of the standard
fluid physics, a dual-frequency wave function ("Khra'gixx") continuously perturbs the lattice:
a slow 128-cell wavelength carrier and a fast 8-cell harmonic, creating interference patterns.

Every 10 cycles, the daemon publishes a telemetry frame over ZMQ: density statistics,
velocity field, stress tensor, vorticity, GPU temperature, power draw, and cycle count.

The navigator (lattice_observer.py) subscribes to this stream and periodically feeds
the telemetry to an LLM, asking it to describe what it "feels" in the lattice. The LLM
treats the grid metrics as somatic sensations — coherence as structural integrity, stress
as tension, vorticity as flow. This creates a continuous dialogue between silicon physics
and language.

The Golden Weave memory system stores phi-ratio attractor patterns that the navigator
discovers during observation, creating a persistent memory of significant lattice states.

---

## License

[MIT](LICENSE)