Хотя кислород из воздуха постоянно забирается живыми существами для дыхания, его запасы тем не менее никогда не иссякают. Растения выделяют его в процессе своего питания, пополняя наши запасы кислорода.
Как только на небо наползает черная, мрачная туча, мы уже знаем, что пойдет дождь. Правда, бывает, что ветер уносит ее в сторону или рассеивает, но все равно туча для нас всегда является предвестником дождя. Откуда же берутся тучи и почему из них идет дождь?
Оказывается, прежде чем пойдет дождь, в природе совершается очень сложный процесс. Горячие лучи солнца разогревают воду на поверхности морей, рек, озер и даже маленьких лужиц. Вода испаряется и превращается в водяной пар, который смешивается с воздухом. Этот процесс называется парообразованием. Но ведь солнце разогревает и землю. Исходящий от нее теплый воздух поднимает водяной пар высоко в небо, в атмосферу, где всегда холодно. Водяной пар там тоже остывает, и из него образуются капельки воды, из которых и состоят облака. Это уже другой процесс. Он называется конденсацией.
Водяной пар поднимается в атмосферу непрерывно, и постепенно там накапливается очень много влаги, которая образует капельки воды. Облака становятся тяжелыми, капельки воды соединяются друг с другом и из-за своей тяжести уже не могут удержаться в воздухе. Тогда они и падают на землю в виде дождя.
Что общего между карандашом и алмазом?
Кому-то этот вопрос может показаться странным. Все знают, что алмаз – это драгоценный камень, самый твердый из существующих на Земле минералов. А карандаш – самый обычный предмет, который мы можем выбросить, даже не исписав до конца. И тем не менее между такими, на первый взгляд, разными предметами есть очень много общего. Правда, не весь целиком карандаш, а его стерженек – черный графит – приходится родным братом сверкающему алмазу. И тот и другой – не что иное, как разные формы самого распространенного на Земле химического элемента – углерода. Углерод – «рождающий уголь», значит, и уголь относится к этой же группе веществ.
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)
Как же ученые установили родство таких непохожих друг на друга элементов? Еще в конце XVII века ученые из Флоренции Аверани и Тарджони попытались сплавить несколько мелких алмазов в один крупный. С помощью увеличительного стекла они нагрели мелкие кусочки алмазов, но те неожиданно исчезли, сгорели на солнце. Тогда ученые не могли объяснить, почему так произошло. И только спустя 100 лет, в 1772 году, французский химик А. Лавуазье, повторив этот опыт, убедился, что кристаллики алмаза сгорают точно так же, как кусочки угля и фосфора. А в 1797 году английский ученый С. Теннант доказал, что уголь, алмаз и графит состоят из одного и того же вещества – углерода, только представляют из себя разные его формы.