Между люминесценцией и эффектом фототока (фотоэффектом) есть связь. Аналогично фотоэффекту, если есть внешний источник энергии (то, что создает постоянный перепад мерности), то, переходя в возбужденное состояние, вещество будет светиться; издаваемое веществом свечение имеет определенную длину волны и интенсивность. Необходимым условием свечения является постоянный контакт с областью пространства, имеющим несколько отличный от оной уровень мерности, т. е. свечение обусловлено постоянным перепадом мерности между веществом и средой.
Аналогично фотоэффекту, для люминесценции существует диапазон, в пределах которого вещество способно люминесцировать, другими словами, есть верхняя граница, за которой вещество начинает распадаться в результате выхода за границу устойчивости собственного уровня мерности атомов вещества и перетекания первичной материи G на эфирный уровень, и нижняя граница, за которой вещество не может люминесцировать. Так же есть поддиапазон в пределах этого диапазона, в пределах которого вещество достигает состояние насыщения и выдает свечение при максимальной устойчивости атомов (молекул) вещества.
Видимый спектр – электромагнитные волны, воспринимаемые человеческим глазом. То, что мы видим глазами, составляет лишь малую долю всего спектра излучений.
В таблицу 5 сведены показатели основных характеристик видимого спектра [12].
Таблица 5 – Показатели основных характеристик видимого спектра
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)
Из этого следует простой вывод, что электромагнитные излучения, находящиеся за пределом видимого спектра, несут большую часть информации о физических законах нашего пространства-вселенной, т. е. то, что мы можем непосредственно видеть глазами, связано только с физически плотной материей, образованной семью первичными материями – A, B, C, D, E, F, G. Так называемая эфирная материя, образованная шестью первичными материями – A, B, C, D, E, F – имеет свой диапазон излучений, лежащий за пределом видимого спектра в сторону меньшей длины волны. Астральная материя, образованная пятью первичными материями – A, B, C, D, E – имеет свой диапазон излучений, лежащий за пределом видимого спектра в сторону еще меньшей длины волны, чем эфирная. Первая ментальная – образованная четырьмя первичными материями – A, B, C, D – имеет свой диапазон излучений, лежащий за пределом видимого спектра в сторону еще меньшей длины волны, чем астральная, и т. д.
Вспомним также, что, при эволюционном развитии, человек, нарабатывая последовательно полное астральное, первое, второе, третье и четвертое ментальные тела, заканчивает нулевой (земной) эволюционный цикл развития, способен преодолеть все качественные барьеры (рисунок 1) и начать новый этап своей эволюции в космосе [1]. С каждым новым нарабатываемым телом, необходимо на каждом слое планетарного уровня наработать копию физического тела, т. е. для эфирного слоя – наработать недостающую материю G, т. к. на эфирный слой создан синтезом первичных материй A, B, C, D, E, F, для астрального слоя – недостающие материи F и G, т. к. астральный слой создан синтезом первичных материй A, B, C, D, E, первого ментального – E, F и G, т. к. т. к. первый ментальный слой создан синтезом первичных материй A, B, C, D, и т. д. [1, 4].