Еще дальше от Солнца расположены планеты-гиганты. Самая большая планета Солнечной системы – Юпитер. Он «плывет» в космосе не один: его окружают еще 12 спутников. Юпитер находится от Солнца на расстоянии 780 миллионов километров и совершает полный оборот вокруг Солнца за 12 земных лет, то есть за 4300 земных суток. Юпитер – самая большая из планет: его диаметр 141 920 км, почти в 11 раз больше диаметра Земли.
Юпитер
Еще медленнее вращается вокруг Солнца огромная планета Сатурн с диаметром почти в 9 раз больше земного – 120 160 км. Свой путь она проходит за 29,5 земных лет, а ее расстояние от Солнца – 1,5 миллиарда километров.
Сатурн
И совсем далеко от Солнца, куда едва доходят его лучи, находятся самые холодные планеты Солнечной системы – Уран, Нептун и Плутон. Они настолько далеки от Солнца, что даже не видимы простым глазом.
Нептун
Таким образом, ученые обнаружили в Солнечной системе 9 больших планет и десятки малых – астероидов. Но это еще не все. В Солнечную систему входят не только большие и малые планеты, в космическом пространстве вокруг Солнца обнаруживается также огромное количество других небесных тел – метеоритов и комет.
Правильно ли названа Америка?
Многие географические названия связаны с именами первооткрывателей. Но Америка почему-то названа не именем испанского мореплавателя Христофора Колумба, который первым из европейцев высадился на этом материке еще в 1492 году, а именем итальянца Америго Веспуччи. Нет ли здесь исторической ошибки, а если есть, то чем она вызвана?
Христофор Колумб (1451–1506)
Ошибка на самом деле случилась: теперь уже все знают, что Америку открыл именно Христофор Колумб, но названа она в честь другого мореплавателя. А произошло все таким образом. В 1492 году Колумб на своей флотилии отплыл из Испании, стремясь найти путь в Индию. Он долго плыл со своими матросами по морям, и наконец на горизонте показалась земля. Решив, что это и есть долгожданная Индия, Колумб высадился на берег и назвал эту землю Сан-Сальвадором. От местных жителей (Колумб назвал их индейцами – от названия Индии) матросы узнали, что неподалеку есть еще один богатый и красивый остров, который ведет большую торговлю. Этим островом оказалась Куба, и через некоторое время Колумб приплыл туда, полагая, что из Индии он достиг Китая, а на востоке от него должна находиться богатая Япония. На самом же деле Колумб попал на один из островов Багамского архипелага, потом на Кубу и на остров Гаити, который он назвал Эспаньола, что означает «Испанка» или «Испанский остров». Все это произошло из-за того, что в те времена никто и не предполагал существование между Тихим и Атлантическим океанами огромного неизвестного материка.
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)
Карта Колумба
После своего открытия, как он считал, Западной Индии, Колумб вернулся в Испанию, но еще несколько раз отправлялся в морские экспедиции: открыл Пуэрто-Рико, Ямайку, остров Тринидад и высаживался на побережье Южной Америки.
В то время многие мореплаватели искали путь в Юго-Восточную Азию, Китай, Индию и Японию и вслед за Колумбом попадали на острова, расположенные у побережья нового материка, некоторым из них удавалось высаживаться и на материк. В этих экспедициях принимал участие и Америго Веспуччи, который состоял на службе в Португалии, а потом и в Испании. В 1503 и 1504 годах он написал два письма, одно из них – банкиру Медичи, а другое – товарищу детства флорентийцу Содерини, в которых сообщил, что ему удалось открыть новый, неизвестный до сих пор материк. После чего немецкий ученый-картограф Мартин Вальдземюллер обозначил новый материк на карте и назвал его именем Америго Веспуччи – Америка. С тех пор это название стало употреблять все человечество!
Золото считалось драгоценным металлом и очень высоко ценилось уже за несколько веков до нашей эры. Об этом свидетельствуют и исторические документы, и те вещи, которые археологи добывают при раскопках. Самые красивые украшения, вазы, знаки отличия издавна делались именно из этого металла. Из него чеканились и монеты самого высокого достоинства. Золотом украшались резиденции владык и их гробницы. Чем же золото отличается от других металлов и почему оно так высоко ценится?
Золотая пряжка. Найдена в захоронении короля Рэдвальда (ок. 625 г. н. э.). Великобритания
Прежде всего тем, что золото встречается в природе не так часто, как другие металлы. Представьте себе, что украшения и деньги люди стали бы делать из железа. Какую же ценность могут представлять из себя такие изделия, если железа на земле много и каждый, кто захочет, может делать из него что угодно? А золото еще надо найти, собрать по крупицам, промыть, да и то хорошо, если его наберется несколько граммов.
Кроме того, поскольку золото – это мягкий металл, оно легко поддается обработке и приобретает любую форму. Всего один грамм золота можно раскатать в пластину размером 2 квадратных метра. Причем ее можно легко сгибать, и она не ломается. Поэтому из золота можно делать украшения какой угодно формы, а пластинами покрывать округлые купола церковных храмов. Но наряду с его податливой формой, золото – один из наиболее тяжелых химических элементов 200 см