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Консультация № 186322
06.06.2012, 00:13
117.52 руб.
0
2
2
Здравствуйте! У меня возникли сложности с таким вопросами:
Уважаемые эксперты! Пожалуйста, ответьте на вопросы:
1.На какую кинетическую энергию должен быть рассчитан протонный ускоритель, чтобы исследовать структуры с линейными размерами [i]l=10[sup] -15[/sup][/i] м?
2. Частица массой m находится в основном состоянии в одномерной прямоугольной потенциальной яме с бесконечно высокими стенками. Максимальное значение плотности вероятности нахождения частицы равно P[sub]m[/sub]. Найти ширину ямы [b]l[/b] и энергию частицы E в данном состоянии.
Просьба расписать, откуда что берется. Заранее, большое спасибо.
С уважением.
Уважаемые эксперты! Пожалуйста, ответьте на вопросы:
1.На какую кинетическую энергию должен быть рассчитан протонный ускоритель, чтобы исследовать структуры с линейными размерами [i]l=10[sup] -15[/sup][/i] м?
2. Частица массой m находится в основном состоянии в одномерной прямоугольной потенциальной яме с бесконечно высокими стенками. Максимальное значение плотности вероятности нахождения частицы равно P[sub]m[/sub]. Найти ширину ямы [b]l[/b] и энергию частицы E в данном состоянии.
Просьба расписать, откуда что берется. Заранее, большое спасибо.
С уважением.
Обсуждение
06.06.2012, 06:19
общий
это ответ
Здравствуйте, Цыгуро Олег Петрович!
Решение 1 задачи в формате docx: скачать.
Будут вопросы обращайтесь в минифорум.
Удачи
Решение 1 задачи в формате docx: скачать.
Будут вопросы обращайтесь в минифорум.
Удачи
06.06.2012, 11:49
общий
это ответ
Здравствуйте, Олег Петрович!
2. Плотность вероятности нахождения частицы характеризуется квадратом модуля волновой функции
который в основном состоянии частицы 
достигает максимума посередине потенциальной ямы, т. е. при 
одновременно с максимумом самой волновой функции:
откуда находим
Подставляя найденное значение
в формулу для энергии частицы при 
получим
С уважением.
2. Плотность вероятности нахождения частицы характеризуется квадратом модуля волновой функции
который в основном состоянии частицы достигает максимума посередине потенциальной ямы, т. е. при одновременно с максимумом самой волновой функции:откуда находим
Подставляя найденное значение
в формулу для энергии частицы при получимС уважением.
Об авторе:
Facta loquuntur.
Facta loquuntur.
Форма ответа
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