Задача получения напряжения и тока от колебания электронов в атомах всей Земли.
Этот текст состоит из следующих разделов:
1) Общая идея.
2) Теоретические расчёты.
3) Экспериментальные расчёты.
4) Некоторые следствия, если получить окончательное решение этой задачи.
5) Чего мне бы хотелось.
6) Немного об эфире.
7) Автомобиль Николы Теслы.
8) Рассказ племянника Николы Теслы.
9) Нерешённые вопросы.
Общая идея.
Рисунок 1. Атом водорода и эфир.
Предположим, что существует эфир. Смотри рисунок 1. Эфир это – это всепроникающая среда, колебания которой проявляют себя, как электромагнитные волны. Или другими словами эфир – это среда, которая пронизывает все вокруг и если звук передается через воздух, то подобно этому свет передается через эфир. Вся наша Земля пронизана эфиром и все пространство состоит из эфира. Одна частичка эфира называется амером.
Представьте нашу Землю и все атомы из которых она состоит. Вокруг каждого атома вращаются электроны. Это суммарное вращение электронов порождает колебания эфира с частотой равной частоте колебания электрона вокруг ядра в атоме.
В своей математической модели я допустил, что вся Земля состоит из атомов водорода, с одним вращающимся электроном.
Частота обращения электрона вокруг ядра в атоме водорода равна , следовательно, эфир колеблется с такой же частотой. Это колоссальный источник энергии. Напряжение, развиваемое электроном в атоме водорода приближённо равно .
Эта частота слишком большая, поэтому всё, что её воспринимает – стоит на месте, но отклонение всё-таки есть хоть и очень маленькое.
Вот сравнение. На рисунке 2 вы видите шар, закреплённый между двух пружин, который связан с вращающимся колесом. При высокой частоте вращения колеса – шар "стоит на месте", вследствие своей инертности (но небольшое отклонение есть). На втором рисунке вы видите график это показывающий. Лишь при некотором , в системе наступает резонанс или система получает 100%ное поступление энергии от колеса к шару и амплитуда колебаний шара – максимальна. Так и с эфиром, если удастся снизить частоту колебания эфира до определённой частоты, то можно использовать энергию эфира. Или энергию вращения электронов в атомах всей Земли.
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)
Рисунок 2. Рисунок 3.
Откуда все это пошло. Есть в интернете описание эксперимента которое провел Никола Тесла. В конце этого файла полное описание, а здесь ключевые моменты описания: «Всем известен автомобиль Николы Теслы. Вместо стандартного двигателя внутреннего сгорания в этом автомобиле был электродвигатель в 80 л.с. на 1800 об/мин. Известно, что в местном радиомагазине Тесла купил 12 электронных ламп, немного проводов, горстку разномастных резисторов и собрав все это хозяйство в коробочку длиной 60 см, шириной 30 см и высотой 15 см, с парой торчащих снаружи стержней, длиной 7,5 см. С помощью этой коробочки Тесла и разъезжал на своем электромобиле неделю. От двигателя тащились два очень толстых кабеля, которые соединялись с приборной панелью. Кроме того, имелась аккумуляторная батарея – обычная на 12 вольт. По поводу источника энергии он упоминал «таинственное излучение, которое исходит из эфира»».
Вот предположение или гипотеза, как должна работать схема, которая использует энергию колебания эфира. Эфир колеблется. Его колебания передаются на антенны. Далее колебания с антенны передаются на колебания облака электронов на катоде первого триода. Далее резистор снижает колебания. Т.е. частота колебаний электронов на втором триоде меньше чем на первом. И так частота снижается при помощи резисторов до 12го триода. На выходе устройства идут два проводника. Сечение проводника и длина проводника выбраны не случайно. Они соответствуют мощности потребителя, например мотора. Эти проводники имеют собственную частоту колебания. Собственная частота колебания проводников складывается из всех электронов, что есть в проводниках. Именно эти свободные электроны и являются той электродвижущей силой, что заставляют работать мотор. И частота колебания эфира снижена до собственной частоты колебания проводников. Чтобы был резонанс. Все триоды питаются от обычного машинного аккумулятора на 12 вольт. Смотри рисунок 4.
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)
Рисунок 4. Предположение как работает схема.
Ещё раз объяснение как работает схема: в двух антеннах (вторая не нарисована, она крепиться к сетке первого триода) воспринимаются колебания эфира. Далее эти колебания передаются на облако электронов первого триода и это на графике резонанса соответствует отклонению этих электронов от положения равновесия равное "1 откл.". Далее 1 резистор снижает эти колебания. Частота колебаний электронов уменьшается, и на катоде второго триода электроны уже отклоняются как "2 откл.". Так от каскада к каскаду снижается частота колебания эфира и возрастает отклонение электронов от положения равновесия. Два провода на выходе устройства имеют собственную частоту колебания Частота колебания эфира снижена до этой частоты И следовательно провода настроены в резонанс со сниженными колебаниями эфира. Происходит 100%ая передача энергии от эфира. Электроны в проводах колеблются с максимальной амплитудой генерируя напряжение в 170 В. А ток в этих проводах зависит от размеров самих проводов. Больше провод, больше ток. Меньше провод, меньше ток. Мощность потребителя рассчитывается на мощность, которую могут вырабатывать провода. На схеме не показано как питаются триоды. Их питает обычный машинный аккумулятор на 12 вольт. Триоды питаются по схеме как показано на рисунке 5.