Юлия Валуа

Сценарий будущего


Скачать книгу

тепловой энергии недр Земли для производства электрической энергии на геотермальных электростанциях, или непосредственно, для отопления или горячего водоснабжения.

      7

      Термоядерный синтез – это процесс, в ходе которого два легких атомных ядра объединяются в одно более тяжелое ядро с высвобождением огромного количества энергии.

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