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№ 1
И дольше года длится день… Звездные и солнечные сутки
Такие обыденные понятия, как часы, минуты, сутки и календарь, имеют самое прямое отношение к астрономии. Они связаны с движением Земли вокруг Солнца и с вращением нашей планеты вокруг своей оси. Итак, что такое день или сутки? С астрономической точки зрения сутки – это время, за которое планета совершает один оборот вокруг своей оси. Земля делает это приблизительно за 23 часа 56 минут и 4 секунды. Но в наших привычных сутках ровно 24 часа! Давайте разберемся почему.
Определить, что Земля сделала полный оборот вокруг оси, можно по звездам. В течение суток звезды движутся относительно земного наблюдателя, и промежуток времени между двумя одинаковыми положениями звезды называют звездными сутками. Наша главная звезда – Солнце, по ней и определяются наши сутки. За точку отсчета приняли положение Солнца в полдень, в зените. Это начало и конец солнечных суток.
Надо отметить, что Земля движется вокруг Солнца неравномерно; когда она находится в самой удаленной точке орбиты, ее движение замедляется. Другая причина неравномерного движения планеты – наклон земной оси относительно орбиты. И это далеко не все факторы, влияющие на продолжительность суток. В быту эти поправки значения не имеют, они бы только всех запутали, поэтому астрономы приняли за солнечные сутки стандартную величину – 24 часа.
Земля вращается не только вокруг своей оси, но и вокруг Солнца, и этот оборот занимает у нее 365 суток, или один год.
На других планетах все иначе. К примеру, на Венере год длится 224 земных дня, а сутки – 243. То есть венерианский день длиннее венерианского года! Год на Меркурии всего в полтора раза длиннее суток, вокруг Солнца эта маленькая планета оборачивается за 88 дней, вокруг своей оси – за 58.
Протекли месяцы, и годичный круг завершается.
– Вергилии
№ 2
В ритме вальса. Три закона движения планет
Средневековые ученые были уверены: Земля неподвижна, она находится в центре мира, а Солнце и планеты вращаются вокруг нее. Но Николай Коперник в середине XVI века провозгласил центром мира Солнце. Ему не поверили, церковь запретила его учение, но все же оно имело вес среди астрономов.
Иоганн Кеплер был последователем Коперника и гелиоцентрической системы, он не сомневался, что Земля и другие планеты вращаются вокруг Солнца. Но как вычислить орбиты их вращения? Это очень непростая задача, особенно для того, в чьем распоряжении нет современных средств измерения и вычисления.
Представьте: Земля вращается вокруг своей оси, одновременно с этим она совершает свой путь вокруг Солнца. Другие планеты тоже движутся, все эти движения накладываются друг на друга, создавая полную неразбериху для неискушенного наблюдателя.
Но Кеплер не был неискушенным зрителем, он много лет занимался наблюдениями, кроме того, ему достались в наследство таблицы учителя, известного астронома Тихо Браге.
Кеплер смог провести невероятно сложные расчеты и вычислить в первую очередь орбиту Марса, загадочной Красной планеты. Марс описывал вокруг Солнца эллипс. Вскоре астроном выяснил, что остальные планеты также движутся по эллиптической орбите вокруг Солнца. Это и есть первый закон движения планет.
Второй закон Кеплера гласит: радиус-вектор, соединяющий планету и Солнце, в равное время описывает равные площади.
Третий закон позволяет при помощи математической формулы вычислить скорость движения планеты и время ее обращения вокруг Солнца. Открытые Кеплером 4 века назад, эти законы и сегодня играют важную роль в астрономии и космологии, составляя основу этих наук.
Цель – ничто, движение – все.
– Эдуард Бернштейн
№ 3
Большая желтая батарейка. Энергия Солнца
Можно было бы предположить, что любимое время астрономов – ночь, когда небо усеяно звездами и можно наблюдать за огромным количеством интересных объектов. Но не стоит забывать и о самом большом и самом ярком космическом объекте, который появляется днем. Речь идет, конечно же, о Солнце, нашей любимой звезде и бессменной батарейке, питающей Землю своей энергией.
Солнце – это звезда, то есть огромный раскаленный газовый шар, температура в его центре составляет 16 миллионов градусов Цельсия. Диаметр «горячего шарика» огромен – 1390600 км, то есть в 109 раз больше диаметра Земли. Масса Солнца превышает массу нашей планеты в 330 тысяч раз. В его составе в основном два вещества: водород и гелий. Есть и другие компоненты, но их присутствие незначительно.
Солнце по структуре неоднородно, оно состоит из нескольких слоев. В его центре находится ядро – место, где и происходят термоядерные реакции. Заглянуть в него у астрономов нет никакой возможности, но современные методы исследования позволили многое узнать. Энергия, выделяемая в результате ядерного синтеза, движется наружу и попадает во второй слой – зону лучистого переноса, состоящую из неподвижного газа.
Далее идет зона конвекции, она «зажата» между атмосферой и зоной лучистого переноса, здесь газ активно движется и имеет очень высокую температуру. В атмосфере Солнца волновая энергия, идущая от ядра, начинает светиться. Солнечный свет, который мы видим, исходит с этого поверхностного слоя звезды.
До поверхности Земли доходит одна двухмиллиардная часть энергии, излучаемой светилом. И это именно столько, сколько нам нужно. Если бы количество энергии увеличилось или уменьшилось, жизнь на нашей планете, скорее всего, исчезла бы.
У Солнца есть один недостаток: оно не может видеть самого себя.
– Сократ
№ 4
Закроите форточку, дует! Солнечный ветер
Солнечный ветер. Это красивое словосочетание обозначает поток заряженных частиц, который движется прочь от Солнца с умопомрачительной скоростью.
Атмосферу светила венчает внешняя оболочка – корона, действительно похожая на золотой королевский аксессуар. Корона состоит из множества горячих ярко-красных энергетических потоков, выбрасываемых Солнцем. Потоки непрерывно движутся, вращаются, создавая красноватое свечение, которое прекрасно видно во время солнечного затмения.
Энергетический заряд короны так велик, что она испускает в атмосферу быстрый поток частиц. Его скорость по земным меркам просто невообразима – несколько миллионов километров в час. Если бы у нашей планеты не было атмосферы, солнечный ветер давно уничтожил бы все живое. К счастью, Земля надежно защищена, поэтому солнечный ветер может лишь вызывать магнитные бури и создавать полярное сияние.
№ 5
И на Солнце есть пятна… Магнитная активность
Что интересного можно увидеть, наблюдая за Солнцем, ближайшей к нам звездой? Прежде всего – темные пятна, которые перемещаются и сами по себе, и вместе с вращающимся вокруг своей оси светилом. Если зарисовывать их ежедневно, можно проследить траекторию их движения. И сделать открытие, уже давно совершенное профессиональными астрономами: на разных своих широтах Солнце вращается с неодинаковой скоростью. На экваторе вращение происходит быстрее, чем на полюсах.