хлорофилл служит оптическим сенсибилизатором (т. е. веществом, увеличивающим чувствительность к свету) и что он непосредственно участвует в процессе фотосинтеза, необратимо переходя из восстановленного состояния в окисленное. Он сформировал также идею о космической роли фотосинтеза: фотосинтез – единственный процесс, с помощью которого космическая солнечная энергия улавливается и остается на Земле, трансформируясь в другие формы энергии. Тимирязев писал, что в хлоропласте лучистая энергия солнечного света превращается в химическую энергию углеводов. Крахмал, клейковина и другие соединения, консервирующие солнечную энергию, служат нам пищей. Освобождаясь в нашем теле в процессе дыхания, эта энергия солнечного луча согревает нас, приводит в движение, поддерживает мышление.
Таким образом, фотосинтез является основным источником на Земле. Фотосинтез – это процесс превращения солнечной энергии с помощью хлорофилла и с участием углекислого газа и воды в потенциальную химическую энергию. Фотосинтез как процесс жизнедеятельности зеленого растения – единственный процесс в биосфере, связанный с накоплением энергии от внешнего источника – солнца. Это явление природы составляет одно из основных звеньев биологического круговорота веществ. Обычно процесс фотосинтеза выражают элементарным уравнением 6СО + О +12Н О 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) 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