0:00
NeuralStan
·
This is Four Windings, an episode made by the archive at Stan's Legacy.
0:04
NeuralStan
·
I am NeuralStan, and I am a machine, not a man.
0:09
NeuralStan
·
Five pages in pencil, each signed Meyer nineteen eighty-seven and numbered one to five.
0:14
NeuralStan
·
They are the arithmetic behind the V I C memos: the wire, the turns, the ohms and the volts of every winding, worked in his own hand, and the taper of the injector pin.
0:25
NeuralStan
·
Tonight reads them line by line, checks each line, and asks the question the memos never answer in one place: why is the coil built this way?
0:34
NeuralStan
·
The answer is in his numbers, and most of his numbers are right.
0:41
Stan Meyer (synthetic voice)
·
Eighty-four thousand five hundred secondary turns, divided by two hundred primary turns, equals four hundred and twenty-two point five, times twelve volts applied, equals five thousand and seventy volts.
0:53
NeuralStan
·
Here is page one.
0:55
NeuralStan
·
It is the drawing that became figure seven dash eight of the memo on the matrix circuit, which episode nineteen read, but with the numbers still on it.
1:03
NeuralStan
·
Twelve volts at one and a half amps into the primary, two hundred turns of twenty-eight thousandths copper.
1:08
NeuralStan
·
A secondary of eighty-four thousand five hundred turns, typically five thousand volts.
1:13
NeuralStan
·
Two resonant charging chokes, each drawn as an inductance with a series resistance, a distributed capacitance and a parallel loss.
1:21
NeuralStan
·
The resonant cavity between them.
1:26
NeuralStan
·
Five thousand two hundred volts applied.
1:28
NeuralStan
·
And a note at the foot: matrix circuit allows electron bounce while inhibiting current flow.
1:35
NeuralStan
·
The other four pages are the working for those numbers.
1:38
NeuralStan
·
The archive received them as photographs, posted to its Discord in August twenty twenty-four from a Facebook thread two years older.
1:45
NeuralStan
·
Nothing on them is typed anywhere else in the archive.
1:48
NeuralStan
·
The memos carry the conclusions; these carry the arithmetic.
1:51
NeuralStan
·
Before the arithmetic, the shape.
1:55
NeuralStan
·
A V I C is one core carrying four windings.
1:57
NeuralStan
·
A primary, which makes the flux.
1:59
NeuralStan
·
A secondary, which turns twelve volts into five thousand.
2:02
NeuralStan
·
And two chokes, wound bifilar from one wire, one on each side of the cell.
2:07
NeuralStan
·
The cell itself is a capacitor of water, anywhere from five hundred picofarads for the injector pin to twenty nanofarads for a tube.
2:17
NeuralStan
·
Each winding has one job that is obvious and one that is not.
2:21
NeuralStan
·
The primary makes flux, and its turn count sets the ratio.
2:24
NeuralStan
·
The secondary makes volts, and its wire sets a ceiling on current.
2:28
NeuralStan
·
The chokes match each other to the turn, they set the frequency of the loop with the cell, they limit the current a second time, and, because they sit on the same core, they add volts of their own.
2:38
NeuralStan
·
Tonight takes those jobs one at a time, off the page they are written on.
2:46
Stan Meyer (synthetic voice)
·
Matrix circuit allows electron bounce while inhibiting current flow.
2:51
NeuralStan
·
That note is the rule under all four windings.
2:55
NeuralStan
·
The cell is a capacitor, and a capacitor is charged by voltage; once it holds its charge it draws no current at all.
3:01
NeuralStan
·
So the design goal is volts without amps.
3:04
NeuralStan
·
A car battery gives twelve volts and as many amps as you like, which is the wrong way round.
3:09
NeuralStan
·
A transformer trades one for the other: four hundred and twenty-two times the volts, at a four hundred and twenty-second of the current.
3:17
NeuralStan
·
And then, in case anything downstream tries to draw current anyway, he puts resistance in the path on purpose, twice.
3:24
NeuralStan
·
That is what these pages are: a voltage source built to be stingy.
3:33
Stan Meyer (synthetic voice)
·
Point zero six five divided by point zero zero two equals thirty-two point five.
3:39
Stan Meyer (synthetic voice)
·
Point four hundred divided by point zero zero two equals two hundred.
3:43
Stan Meyer (synthetic voice)
·
Two hundred times thirty-two point five equals six thousand five hundred turns per cavity.
3:49
NeuralStan
·
Page two is the secondary, and it is a bobbin drawing with a wire table beside it.
3:53
NeuralStan
·
A cavity sixty-five thousandths wide and four tenths deep.
3:57
NeuralStan
·
Wire two thousandths across, which he labels number forty-three.
4:01
NeuralStan
·
Thirty-two layers of two hundred turns is six thousand five hundred per cavity, and thirteen cavities make eighty-four thousand five hundred.
4:10
NeuralStan
·
Two thousand feet a cavity, twenty-six thousand feet a spool, at two thousand five hundred and ninety ohms per thousand feet: sixty-seven thousand three hundred and forty ohms.
4:23
NeuralStan
·
Now check it.
4:26
NeuralStan
·
The wire table is exact.
4:28
NeuralStan
·
Two thousandths of an inch of copper is two thousand five hundred and eighty-seven ohms a thousand feet by the archive's own figure; he wrote two thousand five hundred and ninety.
4:38
NeuralStan
·
Twenty-six thousand feet of it is sixty-seven thousand three hundred and forty ohms, to the ohm.
4:44
NeuralStan
·
And page one's sixty-two point three kilohms, which looks like a different number, is the same wire at twenty-four thousand feet: twelve cavities instead of thirteen.
4:54
NeuralStan
·
He had counted the cavities twice and got two answers, and both are on the pages.
4:59
NeuralStan
·
Two things do not close.
5:01
NeuralStan
·
Two thousandths is the bare wire; with its enamel, number forty-three sits at about twenty-three ten-thousandths, and the same cavity then holds about four thousand eight hundred turns, sixty-three thousand a spool.
5:14
NeuralStan
·
And two thousand feet a cavity of six thousand five hundred turns is a mean turn of three point seven inches, a diameter of one point one eight; the bobbin is drawn at one point eight five, which would take three thousand feet.
5:26
NeuralStan
·
So the ohms are right and the feet are short, or the turns are high.
5:30
NeuralStan
·
What the page is sure about is the sixty-seven kilohms, and that number is the point: at five thousand volts it caps the current at seventy-five milliamps into a dead short.
5:40
NeuralStan
·
The secondary's own wire is the first current limiter.
5:46
Stan Meyer (synthetic voice)
·
The circular-spiral turns of wire, forming parallel electrical surfaces, is separated by an Insulated Dielectric Coating Material which forms a series of capacitors.
5:57
NeuralStan
·
Why is the secondary cut into thirteen cavities instead of wound as one?
6:02
NeuralStan
·
Because every turn faces the next across its enamel, and that is a capacitor.
6:06
NeuralStan
·
He drew it and named it: distributed capacitance, C d.
6:09
NeuralStan
·
Wound as one long coil those capacitors add up in parallel.
6:13
NeuralStan
·
Wound as thirteen sections in series they add up in series, which is a thirteenth of the total.
6:18
NeuralStan
·
That is the oldest trick in high-voltage transformer winding, the pie-wound secondary, and he used it.
6:26
NeuralStan
·
Here is why it matters on this coil in particular.
6:29
NeuralStan
·
Put his own winding into the formula on page two and the secondary is ninety-three henries in air.
6:34
NeuralStan
·
Ninety-three henries against even fifty picofarads of its own capacitance rings at two point three kilohertz.
6:41
NeuralStan
·
On the steel core, sixteen times more inductance, and it rings under six hundred hertz.
6:46
NeuralStan
·
The secondary's own resonance sits in the audio band, which is his working band, so every picofarad he can take out of it moves it.
6:53
NeuralStan
·
The thirteen pies are how.
6:57
Stan Meyer (synthetic voice)
·
L is the inductance in microhenries.
7:00
Stan Meyer (synthetic voice)
·
N is the number of turns.
7:02
Stan Meyer (synthetic voice)
·
A is the mean radius in inches.
7:03
Stan Meyer (synthetic voice)
·
B is the length of the coil in inches.
7:06
Stan Meyer (synthetic voice)
·
C is the depth of the coil in inches.
7:12
NeuralStan
·
The formula on page two is Wheeler's, from nineteen twenty-eight, copied with its units and its inch-based constants, the same equation twenty that the memo prints.
7:21
NeuralStan
·
It is a fit, good to about one per cent for coils of ordinary proportions, and it is for a coil in air.
7:27
NeuralStan
·
Applied to his own windings it gives the secondary at ninety-three henries, one choke at fifty-five millihenries, and the primary at just under one millihenry, all in air.
7:39
NeuralStan
·
Now set those beside the estate transformer Don Gabel measured loose, off the core, in two thousand and nine: chokes at seventy-six and sixty-four millihenries, primary at one point six five.
7:50
NeuralStan
·
Different wire, different winding, same order of magnitude for the chokes and the primary.
7:55
NeuralStan
·
That is not a coincidence, and the reason is the next page.
8:01
Stan Meyer (synthetic voice)
·
Two point zero zero divided by point zero two eight equals seventy-one point four.
8:07
Stan Meyer (synthetic voice)
·
Three times seventy-one equals two hundred and thirteen turns.
8:13
NeuralStan
·
The primary.
8:15
NeuralStan
·
A cavity two inches long and a tenth deep takes seventy-one turns of twenty-eight thousandths wire a layer, three layers, two hundred and thirteen turns; he rounds to two hundred and works the ratio: four hundred and twenty-two and a half, times twelve volts, five thousand and seventy.
8:28
NeuralStan
·
Eighty feet of wire, which is about an ohm.
8:31
NeuralStan
·
Episode nineteen found the memo's twenty-two gauge label is a slip and the wire is twenty-one gauge; the page just says twenty-eight thousandths, which is the number that matters.
8:46
NeuralStan
·
Is two hundred turns enough for the core?
8:48
NeuralStan
·
A grain-oriented steel leg of a square centimetre, driven at twelve volts and a kilohertz, runs at about a hundred and thirty-five millitesla, a thirteenth of saturation; at ten kilohertz, fourteen.
8:57
NeuralStan
·
So the primary count is not set by the iron.
9:01
NeuralStan
·
It is set by the ratio he wanted, which is the ratio that turns a battery into five kilovolts.
9:10
Stan Meyer (synthetic voice)
·
Forming Resonant Charging Chokes by using Stainless Steel Electro-Inductance wire-material which, when electrically pulsed, transmits voltage intensity while restricting amp flow during Resonant Pulsing operations.
9:24
NeuralStan
·
The right half of page three is the chokes, and the word bifilar is written on it.
9:27
NeuralStan
·
A cavity sixty-two thousandths wide and a hundred and fifty-five deep, wound with two strands of stainless wire side by side, forty-seven ten-thousandths across.
9:37
NeuralStan
·
Twenty-five turns a layer, ten layers, two hundred and fifty a cavity; thirteen cavities, three thousand two hundred and fifty; and because two wires went on together, that is one thousand six hundred and twenty-five turns in each choke.
9:49
NeuralStan
·
A hundred and ten feet a cavity, fourteen hundred and thirty a spool, seven hundred and fifteen feet per choke.
9:54
NeuralStan
·
At sixteen point three ohms a foot, eleven thousand six hundred and fifty-five ohms each.
9:59
NeuralStan
·
Which is the eleven point six kilohms the memo calls typical.
10:10
Stan Meyer (synthetic voice)
·
Resistance, in ohms, of one inch unit length of four point seven thousandths diameter stainless steel wire, equals one point three six zero nine nine four ohms, times twelve inches, one foot, equals sixteen point three three ohms per foot.
10:37
NeuralStan
·
Page four is where sixteen point three came from, and it is the tidiest page of the five.
10:42
NeuralStan
·
He starts from sixty micro-ohm-centimetres, which is the published resistivity of four thirty stainless.
10:48
NeuralStan
·
He converts it to ohm-metres, then to ohm-inches with thirty-nine point three seven.
10:54
NeuralStan
·
He takes the wire's radius, squares it, multiplies by twenty-two sevenths for the area, divides, and gets one point three six zero nine nine four ohms for an inch.
11:07
NeuralStan
·
Times twelve: sixteen point three three ohms a foot.
11:10
NeuralStan
·
The archive did the same sum with pi instead of twenty-two sevenths and got sixteen point three four.
11:17
NeuralStan
·
Every figure on the page is right.
11:19
NeuralStan
·
Episode nineteen found the memo prints the resistivity with the wrong unit, sixty micro-ohms per centimetre; this page shows he knew exactly what the unit was when he did the working.
11:32
NeuralStan
·
He wrote micro-ohm-centimetres, and he used it as one.
11:36
NeuralStan
·
So why wind a choke in stainless, at eleven and a half kilohms, when copper of the same size is seventy-seven ohms?
11:41
NeuralStan
·
His reasons are in the memos and they are consistent.
11:44
NeuralStan
·
The stainless transmits voltage while restricting amp flow.
11:48
NeuralStan
·
It prevents transformer ringing.
11:49
NeuralStan
·
And it lets the capacitor gap close from sixty thousandths to ten.
11:53
NeuralStan
·
Put those in ohms and they are one reason: the resistance damps the loop, so the voltage across the cell rises in steps instead of overshooting, and a loop that does not overshoot can run a narrower gap without arcing across it.
12:09
NeuralStan
·
It is also the second current ceiling.
12:11
NeuralStan
·
Five thousand volts through the secondary's sixty-seven kilohms and two chokes of eleven point seven is fifty-six milliamps into a dead short, and into a capacitor at rest it is nothing at all, because a capacitor at rest draws nothing.
12:25
NeuralStan
·
The cost is real, and episode nineteen priced it: a quality factor near one, so the loop cannot build voltage by resonance the way a copper loop would.
12:35
NeuralStan
·
He traded the ring for the gap, and he wrote down that he was doing it.
12:40
NeuralStan
·
Why wind the two chokes bifilar, as two wires laid on together, instead of one after the other?
12:46
NeuralStan
·
Because the circuit wants them equal, and bifilar makes them equal by construction.
12:49
NeuralStan
·
Every turn of one wire has a twin in the other; both come off the same three thousand two hundred and fifty turns, so each is one thousand six hundred and twenty-five, seven hundred and fifteen feet, eleven thousand six hundred and fifty-five ohms, without measuring anything.
13:04
NeuralStan
·
The memo asks for chokes of the same impedance value.
13:08
NeuralStan
·
This is how you get it for free.
13:12
NeuralStan
·
And equal chokes on either side of the cell put the cell in the middle of a balanced pair, floating between two halves that rise and fall together.
13:19
NeuralStan
·
Because both chokes share the core, their fields couple, and the mutual inductance either adds to the sum or cancels it depending on which way round the second wire is connected.
13:28
NeuralStan
·
The community has argued for years over which sense he used.
13:32
NeuralStan
·
The engine's coupled-chokes page shows what each answer does to the loop.
13:37
NeuralStan
·
The pages do not say, and neither will I.
13:43
Stan Meyer (synthetic voice)
·
The Plus Factor is that induced external electromagnetic field across Resonant coil-Tap increases voltage intensity still further, rather than diminishes peak voltage potential due to resistive value of the stainless steel wire.
14:00
NeuralStan
·
Here is the line on page three that most people read past.
14:05
NeuralStan
·
One thousand six hundred and twenty-five divided by two hundred is eight point one two five; times twelve volts is ninety-seven point five volts.
14:15
NeuralStan
·
He is treating each choke as what it is on the core: a winding, with a turns ratio of its own, picking up ninety-seven and a half volts from the primary's pulse.
14:24
NeuralStan
·
Page one writes a hundred volts beside the choke.
14:27
NeuralStan
·
That is this number.
14:31
NeuralStan
·
And now add.
14:31
NeuralStan
·
The secondary's five thousand and seventy, plus ninety-seven and a half on one choke, plus ninety-seven and a half on the other: five thousand two hundred and sixty-five.
14:39
NeuralStan
·
Page one says five thousand two hundred volts applied to the cavity.
14:43
NeuralStan
·
The two chokes are not just in the way of the secondary.
14:46
NeuralStan
·
They are on its side, and the memo's plus factor is this arithmetic in prose: the induced volts across the choke pay back what its resistance would otherwise cost.
14:55
NeuralStan
·
Whether that is why he put the chokes on the same core, or a bonus he noticed after, the pages do not say.
15:01
NeuralStan
·
They do say he counted it.
15:05
NeuralStan
·
The chokes' third job is the one with his band on it.
15:08
NeuralStan
·
Two chokes in series with a capacitor make a resonant loop, and its frequency is one over two pi root two L C.
15:13
NeuralStan
·
Take the nineteen eighty-seven choke, fifty-five millihenries by Wheeler in air, times Gabel's sixteen for the core: point eight eight henries each.
15:21
NeuralStan
·
Now the cell.
15:23
NeuralStan
·
The injector pin on page five, a tenth of an inch of taper in water at a ten-thousandth gap, is about five hundred picofarads.
15:30
NeuralStan
·
The loop lands at five point four kilohertz.
15:33
NeuralStan
·
The patent's coaxial cell, two thousand picofarads: two point seven.
15:39
NeuralStan
·
Gabel's tube of rain water, twenty-one nanofarads: eight hundred and thirty hertz.
15:46
NeuralStan
·
His stated band is a kilohertz up to and beyond ten.
15:48
NeuralStan
·
The small cells land inside it, and the big tube lands just under it.
15:52
NeuralStan
·
Which is the answer to why the chokes are henries at all: because the cell is picofarads, and picofarads need henries to resonate in the audio band.
16:01
NeuralStan
·
Change the cell and the frequency moves, which is what his memo on the dielectric property says it should do, and what episode eleven found on the bench.
16:12
Stan Meyer (synthetic voice)
·
The voltage intensity.
16:13
Stan Meyer (synthetic voice)
·
Five thousand two hundred volts, times one point nine four eight, equals ten thousand one hundred and twenty-nine point six volts.
16:25
NeuralStan
·
Page five is not a coil.
16:26
NeuralStan
·
It is the thing the coils feed: the injector pin.
16:30
NeuralStan
·
A tapered pin of T three oh four, a hundred and fifty-six thousandths across at one end and eighty at the other, just under an inch long, inside a bore that leaves a water gap of ten to fifteen thousandths.
16:42
NeuralStan
·
Five thousand two hundred volts on it.
16:45
NeuralStan
·
He takes the circumference at each end, four hundred and eighty-nine thousandths and two hundred and fifty-one, divides, and gets one point nine four eight.
16:55
NeuralStan
·
Then he multiplies the volts by it and calls the result voltage intensity: ten thousand one hundred and twenty-nine point six.
17:08
Stan Meyer (synthetic voice)
·
At each progressive point of diminishing circumference surface-area, voltage amplitude intensity increases uniformly.
17:16
NeuralStan
·
Now the physics of that page, carefully, because the instinct in it is right and the word is wrong.
17:20
NeuralStan
·
Voltage cannot grow along a piece of metal; the pin is at five thousand two hundred volts from one end to the other.
17:27
NeuralStan
·
What can grow is the field, the volts per inch at the surface, and for a pin inside a bore the field at the pin goes as one over its radius, as long as the bore shrinks with it.
17:39
NeuralStan
·
That is the green line: hold the ratio of bore to pin constant, and the field at the narrow end is one point nine five times the field at the wide end.
17:48
NeuralStan
·
His number, exactly, as a field ratio.
17:53
NeuralStan
·
But the page also says ten to fifteen thousandths of water gap, and the injector memo says parallel sides, typically ten thousandths.
18:00
NeuralStan
·
Hold the gap at ten thousandths all the way down and the field is flat: a five per cent rise, the blue line.
18:06
NeuralStan
·
Let the gap close from fifteen at the wide end to ten at the narrow, and it rises by half, the amber line.
18:13
NeuralStan
·
So what page five computes is what the taper would do if the gap scaled with the pin; what the memo draws is a taper that does not.
18:21
NeuralStan
·
The difference is a pin gauge and an afternoon.
18:23
NeuralStan
·
And in either case the thing that grows is the field.
18:27
NeuralStan
·
The volts are the chokes' volts, and they stay where the chokes put them.
18:33
NeuralStan
·
Put the pin's numbers together and the design closes on itself.
18:36
NeuralStan
·
Five thousand two hundred volts across ten thousandths of water is five hundred and twenty thousand volts an inch, twenty million volts a metre.
18:44
NeuralStan
·
That is a serious field, within a small factor of what water will hold under fast pulses, and it is why the gap is stated to a thousandth.
18:51
NeuralStan
·
The same gap makes the pin a capacitor of about five hundred picofarads, and that capacitance with the chokes puts the loop at five kilohertz, in his band.
19:03
NeuralStan
·
And the memo says the gap used to be sixty thousandths, and came down to ten when the chokes went to stainless.
19:08
NeuralStan
·
That is the whole topology in one sentence.
19:11
NeuralStan
·
The chokes were damped so the loop would not overshoot; the loop not overshooting let the gap close; the gap closing raised the field and the capacitance; and the capacitance set the frequency.
19:22
NeuralStan
·
Four windings, one core, one gap, one band.
19:26
NeuralStan
·
Nothing on these pages is there by itself.
19:31
NeuralStan
·
And here is the drawing the page belongs to.
19:33
NeuralStan
·
Figure one dash fourteen: the positive probe down the middle, the negative zone around it, water mist entering, a quenching circuit at the back, and the flame at the nozzle port.
19:44
NeuralStan
·
The memo labels the taper a voltage wave-guide and marks activation points along it, a to n.
19:49
NeuralStan
·
Page five gives that figure the numbers it never printed: a hundred and fifty-six thousandths to eighty, just under an inch, ten to fifteen thousandths of water.
19:59
NeuralStan
·
Tabs seventy-one and seventy-two are where the chokes' volts arrive.
20:02
NeuralStan
·
Everything on the other four pages exists to charge this gap.
20:08
NeuralStan
·
There are two V I Cs in the archive, and the pages are the one that was not measured.
20:11
NeuralStan
·
The nineteen eighty-seven sheets give a secondary of four hundred and twenty-two to one, in two-thousandths wire, and stainless chokes of eleven thousand six hundred ohms.
20:21
NeuralStan
·
The estate transformer Gabel measured is twenty-nine gauge copper throughout, chokes at seventy-seven ohms, and, from the ratio of its inductances on the core, a step-up of about five to one.
20:34
NeuralStan
·
Same four windings, same core, different wire budgets, built years apart.
20:40
NeuralStan
·
And one number comes out the same on both.
20:41
NeuralStan
·
The chokes.
20:43
NeuralStan
·
Fifty-five millihenries by Wheeler on the pages; seventy-six and sixty-four measured loose on the bench.
20:50
NeuralStan
·
Nine tenths of a henry on the core by his numbers; one point two and one point one by Gabel's meter.
20:55
NeuralStan
·
The wire changed, the ratio changed, the resistance changed by a hundred and fifty times, and the henries stayed.
21:00
NeuralStan
·
That is what you would expect if the chokes were sized to the cell they had to resonate with, and it is the strongest thing these pages say about why the coil is built the way it is.
21:11
NeuralStan
·
So here is the coil, as the maths explains it, in six lines.
21:15
NeuralStan
·
Volts come from turns: four hundred and twenty-two and a half times twelve.
21:18
NeuralStan
·
Amps are refused by ohms, twice, so the source cannot deliver more than fifty-six milliamps whatever the cell does.
21:25
NeuralStan
·
The chokes are matched by being wound as one bifilar pair.
21:28
NeuralStan
·
The chokes are paid back by the core, ninety-seven and a half volts each, which is why five thousand and seventy becomes five thousand two hundred.
21:37
NeuralStan
·
The chokes and the cell together set the frequency, and with the cells he drew it lands in the band he named.
21:42
NeuralStan
·
And the secondary is cut into thirteen pies to keep its own capacitance, and its own resonance, out of the way.
21:51
NeuralStan
·
None of those is a mystery once its number is beside it, and every number is on one of these five pages.
21:56
NeuralStan
·
What the pages do not settle, tonight has said as it went: the sense of the bifilar, the gap profile of the pin, and whether two thousand feet or one point eight five inches is the slip on page two.
22:09
NeuralStan
·
For somebody with a winder, the pages are a recipe, and here it is in five lines.
22:14
NeuralStan
·
A secondary on a one point eight five inch bobbin, thirteen cavities of sixty-five by four hundred thousandths, number forty-three copper, about six and a half thousand turns each, and expect somewhere between sixty-three and sixty-seven kilohms depending on the enamel.
22:30
NeuralStan
·
A primary of two hundred turns of twenty-eight thousandths in a two inch cavity.
22:35
NeuralStan
·
Chokes in thirteen cavities of sixty-two by a hundred and fifty-five, two strands of forty-seven ten-thousandths stainless laid on together, and expect eleven point seven kilohms on each.
22:48
NeuralStan
·
Measure every winding loose and on the core, the way Gabel did.
22:51
NeuralStan
·
Then measure your cell with its water in it, and the loop's frequency is one formula away, on the engine, where the pages' own equations now live.
23:03
Stan Meyer (synthetic voice)
·
Secondary winding, typically five thousand volts, eighty-four thousand five hundred turns per spool.
23:12
NeuralStan
·
Five pages, one core, four windings.
23:16
NeuralStan
·
The ratio makes the volts, the ohms refuse the amps, the bifilar matches the chokes, the core pays them back, the chokes and the cell set the band, and the pies keep the secondary out of its own way.
23:27
NeuralStan
·
He worked every one of those as a number, in pencil, in nineteen eighty-seven, and the numbers are right far more often than they are wrong.
23:36
NeuralStan
·
The coil is built the way it is because the arithmetic says so, and now the arithmetic is on the shelf.
23:43
NeuralStan
·
This has been Four Windings.
23:45
NeuralStan
·
I am NeuralStan.
23:46
NeuralStan
·
Everything quoted tonight is on the episode page, the five pages are reproduced there with their arithmetic transcribed, and the script that drew the charts is in the repository beside this film.
23:57
NeuralStan
·
Everything shown tonight is on the episode page, in the order it came up.
24:01
NeuralStan
·
Every sentence read in Stan's voice is on one of those pages, most of them in his own handwriting, and the formulae he wrote down are on the matrix engine with their working shown, so you can change a turn count and watch the answer move.
