Experiment 02 · Geometry Forge
The vessel decides.
Test H4. Five vessels receive identical crystallization noise. The Dhara composite uses a five-layer architecture of square plinth, octagonal drum, elliptical base with directional channel, Bragg-ringed cylindrical shaft and parabolic cap. It is hypothesised to contain manifested resonance more completely than a sphere, cube, pyramid or dome.
EXPLAIN LIKE I'M 10
· everyday-language one-paragraph version
We are designing a small cup made of five layers, like a layered cake. Each layer's thickness changes how cleanly the cup 'rings' when you tap it. The middle three layers have a special 4:4:4 recipe. Drag a layer thicker or thinner and watch whether the ringing gets cleaner or messier — you are tuning the cup live.
WHAT YOU ARE LOOKING AT
A live editor for the proposed five-layer cavity. Each layer's thickness is yours to set, and the predicted Q-factor — the quantity that measures how long the cavity holds its frequency — updates in real time.
WHY THIS MATTERS FOR QUANTUM
A cavity that rings for a long time is what protects a qubit. The longer it rings, the more quantum operations you can do before the state collapses. Today's superconducting cavities reach Q in the millions, built at enormous cost. This page asks whether a layered geometry with the 4:4:4 Tri-Bhaga ratio across its three middle layers can reach a comparable Q with conventional materials.
WHAT TO WATCH
Change a layer thickness and see whether Q rises or falls. The 4:4:4 ratio is the proposed optimum; the editor lets you check whether deviations from it cost coherence.
Choose vessel
Fig. 04 · Dhara composite · iso-projection
η = 60%
α = 0.600
Cross-geometry comparison · current η & α
Five vessels, identical noise
Dhara composite
69%
Q · 329
Banalinga · river-formed
57%
Q · 241
Amarnath · cave-ice stalagmite
48%
Q · 184
Bhuteshwarnath · geological growth
42%
Q · 152
Sphere
40%
Q · 133
Cube
28%
Q · 89
Pyramid
51%
Q · 215
Dome
44%
Q · 158