A simulator of one cell of the vacuum machine — a diode with a tunable cavity on one side — with the self-tuning loop that replaces the builder. Nederlands · all manuals
One page; nothing is stored and there is no key.
/simulaties/machine — the cell and the loopWhat you see. At the top the sliders: gap d, asymmetry/handedness, δ, lever γ, coupling K, layers, and a calibration point (MicroSparc specification 1.5 W/m², Moddel's reported 70 W/m², or the Casimir prototype). On the left the textbook window: the modes that fit the cavity, the one-off Casimir energy, and a diode trace that random-walks around zero — detailed balance, Brillouin. On the right the net's window: each winding as a circle with a phase, the golden arrow as the joint phase R, the passage, power per m², the m² one household needs, the current-versus-gap curve, and the ledger showing that what the load receives is replenished from the neighbouring meshes (T6).
What you can do. Slide — both windows move on the same cell. The cycle button runs soften – write – harden once: δ towards the critical point, the mesh pulls the phases together, δ back, and the coherence stays. The self-tune button is the loop of part three: first discovery (fifteen points over the whole range, record the curve s(p), pick the maximum), then tracking (small dither, local slope), then holding — if the output falls more than 5% below K, it rediscovers. Reverse the handedness and the current reverses sign.
Where it leads. Back to the simulations; the sources and every assumption stand at the bottom of the page itself.
/simulaties/machine-handleiding-en — this pageThe four layers; the Dutch version is at /simulaties/machine-handleiding.
The machine places nothing; it sets the state. In a full vacuum — a net under tension — electricity is tension closing through a load. A device is a mesh: an opening that holds windings up to twice the gap, with an asymmetry that leaves one passage open. The control knob is the local density deviation δ, not α: the constitutive law g_eff = ḡ(1+γδ) gives, at γ = 2π, a lever of 1/ε — the net stands close to its critical point (84.1% of the stiffness cancelled).
The loop replaces the builder's hand. Moray, Tesla and Schauberger tuned by hand at one place; moved, their devices stopped. The loop of part three reads only the delivered power s — never χ, the site, the person or the material — and shifts the one free dimension until s is maximal. That is the invariant/state split that runs through all of the Vacuum.Net work: the loop is the invariant, the mesh the state. The design is independent of place, time and person; the material sets the yield.
What the left window guards. In the textbook reading a single valve cannot rectify the jitter of its own surroundings (Brillouin 1950), and the cavity yields its Casimir energy at most once. That window is not a strawman but a yardstick: the difference between the two readings is exactly what a real measurement must settle.
maze/simulaties/machine.html — everything inline, dependency-free. Windings as coupled phases (Kuramoto, N = 40); the assumptions A1–A5 that fill in the open step O2 stand at the bottom of the page and are the place to replace once the theory picks a rule. Calibration (A5): a closed cell at 100 nm, a = 1, δ = 0 yields the chosen calibration point. window.__sim as test hook; stepping on setInterval (rAF stalls in a hidden pane).maze/avt/ — the surrounding project: toets-getallen.py (23/25 exact), the two O2 counts under hashed plans (plan-o2-telling*.md, o2-telling*.mjs) and the bookings in uitkomst-o2-telling.md.