Скачать книгу

Джентиан – дом Винчестеров (дом № 25 на Винчестер-бульваре в Сан-Хосе, штат Калифорния).

      2

      Горизонт событий – граница черной дыры, за которую не может вырваться никакой объект или излучение.

      3

      Эффект Лензе – Тирринга (увлечение инерциальных систем отсчета) – явление в общей теории относительности, наблюдаемое вблизи вращающихся массивных тел. Эффект проявляется в появлении дополнительных ускорений, сходных с ускорением Кориолиса, то есть сил, действующих на пробные тела, двигающиеся в гравитационном поле.

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

Скачать книгу