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Консультация № 174655
28.11.2009, 20:46
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Уважаемые эксперты, такая задачка:
Найти наибольшую и наименьшую длины волн в серии Бальмера атома водорода.
Найти наибольшую и наименьшую длины волн в серии Бальмера атома водорода.
Обсуждение
Неизвестный
29.11.2009, 21:13
общий
30.11.2009, 06:54
это ответ
Здравствуйте, Каркасов Сергей Иванович.
А что тут сложного? Вот, например, Серия_Бальмера
Формула Ридберга для серии Бальмера выглядит следующим образом:
[$955$]-1 = R(1/22 - 1/n2)
R = 1,0974·10-7 м-1
n > 2
Минимальная длина волны соответствует n[$8594$][$8734$]:
[$955$]мин-1 = 1,0974·107·0,25 м-1
[$955$]мин = 9,11·10-8 м = 91,1 нм (уточненное: ans = 3.6450e-007 ~ 0.3645 мкм)
[$955$]мах-1 = 1,0974·107·(1/22 - 1/32).
[$955$]мах = 6,56·10-7 м = 0,656 мкм.
А что тут сложного? Вот, например, Серия_Бальмера
Формула Ридберга для серии Бальмера выглядит следующим образом:
[$955$]-1 = R(1/22 - 1/n2)
R = 1,0974·10-7 м-1
n > 2
Минимальная длина волны соответствует n[$8594$][$8734$]:
[$955$]мин-1 = 1,0974·107·0,25 м-1
[$955$]мин = 9,11·10-8 м = 91,1 нм (уточненное: ans = 3.6450e-007 ~ 0.3645 мкм)
[$955$]мах-1 = 1,0974·107·(1/22 - 1/32).
[$955$]мах = 6,56·10-7 м = 0,656 мкм.
Форма ответа
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