← Back to Quick Links CST-LockedVT ≡ CITLive

CST-Locked v-RMS Gravity Equivalence — VT (Vibration) ≡ CIT (Influx)

G estimate \(G_{\text{est}}=v_{\rm RMS}^2/(8\pi c^2)\), density-scaled mode, CST dial, DC/DE/DM, Auto-Scan 10× & CSV. Note: “Harmony Glow” now affects only the Open-Toroid canvas (color + brightness + orbiting arrows/dots). Page background never changes.

Live Wave & Results

v-RMS (m/s)

0.000000

G_est (m³·kg⁻¹·s⁻²)

0.00000000000e+00

Δ vs G₀

0.00%

Tolerance

±5.0% (base)

Body & Calibration

Planet preset

Select body Mode library (Earth reference) Custom mode (minutes)

Density-scaled period: — s (— min).

T_body = T_EarthMode × √(ρ⊕/ρ_body) × fine-tune

Fine-tune factor (×, 0.8–1.2) Base amplitude A (m/s) Noise mix n (0–1) Blend b (0=vibration … 1=influx)

External v-RMS override: Use pasted data

Pasted samples (m/s)

Parsed latest: —

CST Phase & VT Triad Coherence

Clock zone: America/Chicago (CST/CDT)

Phase (rad): 0.000

CST Time: --:--:--

Lock phase to CST seconds (CST synchronization)

DC (static field) 0.33

DE (energy flow) 0.33

DM (matter lattice) 0.34

Harmony Glow — toroid only Glow intensity (0–1)

Coherence H (0–1): —

κ_eff (VT coupling): 1.000

Tol (effective): —

b_eff (VT↔CIT mix): —

Controls

Pause stops drawing only; CST phase & timing continue.

Equations (live)

G_est = v²/(8πc²), c = 299,792,458 m/s, G₀ = 6.67430×10⁻¹¹

ρ_v = (g · ρ_mat · R)/(2π κ_eff c²)

u_v = ρ_v c² = ρ_influx v² ⇒ ρ_influx = u_v / v²

ω = 2π/T, v_char = ω R (toroidal boundary), f = v/(2πR)

Live values → see “VT↔CIT Derived” table below.

Auto-Scan Log (10)

Each row: v-RMS (running), G_est, Δ vs G₀, Pass/Fail (effective tolerance), CST timestamp & mode.

#	Time (CST)	Body	Mode (min)	v-RMS (m/s)	G_est (m³·kg⁻¹·s⁻²)	Δ vs G₀	Pass/Fail

VT↔CIT Derived (per body)

Symbol	Meaning	Value

Real Data • CSV Upload (USGS / INTERMAGNET)

Upload a geomagnetic CSV file with columns like UTC_time,CST_time,H,D,Z,F (1-minute or 1-second data). H,D,Z,F in nT or similar. |B| is computed as F or √(H²+D²+Z²) if F is missing.

Sample CSV template (5 rows)

UTC_time,CST_time,H,D,Z,F
2025-11-01T00:00:00Z,2025-10-31T18:00:00-06:00,12345.1,-44.2,48567.8,49876.3
2025-11-01T00:01:00Z,2025-10-31T18:01:00-06:00,12346.2,-44.0,48566.9,49877.0
2025-11-01T00:02:00Z,2025-10-31T18:02:00-06:00,12347.0,-43.9,48565.5,49878.1
2025-11-01T00:03:00Z,2025-10-31T18:03:00-06:00,12346.5,-44.1,48566.2,49877.5
2025-11-01T00:04:00Z,2025-10-31T18:04:00-06:00,12345.8,-44.3,48567.0,49876.9

The upload panel parses the file, plots |B|, and converts it into a neutral CST dataset. A derived v-RMS series is written into the “Pasted samples (m/s)” box; tick “Use pasted data” to let real data drive v-RMS.

Quick Start

Pick a Planet preset → Apply Preset.
Click Auto-Calibrate to G₀ (targets v_RMS ≈ 12,278.45 m/s).
Adjust Harmony Glow (toroid only) to taste.
Tune DC/DE/DM; higher coherence tightens tolerance.
Run Auto-Scan 10×; inspect Pass/Fail within tolerance.
Upload a CSV and optionally tick Use pasted data to let real |B| modulate v-RMS.

Open-Toroidal Boundary (Animated)

Show animation Flow direction Arrow blink speed (0.5–3.0) Packet travel speed (0.2–3.0)

Ring radius scale (0.6–1.4) Arrow count (4–16) Packet count (4–60) Arrow orbit speed (0–3 rad/s)

Toroid brightness (Harmony Glow)

→ Arrows orbit & point with flow

Coil & Spring Structuring (Panel 2)

Number of coils N_c (4–24) 12

Coil tightness τ_c (0.20–1.50) 0.90

Spring stiffness k_s (0.20–2.00) 1.00

Damping / loss γ (0–1) 0.30

Assembly Index A (0–1): —

—

Adjust N_c, τ_c, k_s, and γ to see how condensed energy organizes into a framework.

Explanations & Relevance

Disclaimer: Concept visualizer; substitute observed modes when available.