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Консультация № 199183
16.09.2020, 18:39
0.00 руб.
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1
1
Здравствуйте! Прошу помощи в следующем вопросе:
Определите минимальную энергию возбуждения атома водорода, если его энергия в нормальном состоя¬нии E1 = –13,53 эВ. Обязательно рисунок.
Определите минимальную энергию возбуждения атома водорода, если его энергия в нормальном состоя¬нии E1 = –13,53 эВ. Обязательно рисунок.
Обсуждение
21.09.2020, 14:09
общий
это ответ
Здравствуйте, dar777!
В соответствии с законами квантовой механики, любой водородоподобный атом с зарядом ядра Z может иметь лишь дискретный энергетический спектр со значениями E[sub]1[/sub], E[sub]2[/sub],..., определяемыми выражением
где R - постоянная Ридберга, h - постоянная Планка, n = 1, 2, 3,... - главные квантовые числа. В частности, для атома водорода E[sub]1[/sub] = - Rh = -13.53 эВ - энергия нормального состояния, E[sub]2[/sub] = - Rh/4 = E[sub]1[/sub]/4 = -13.53/4 = -3.38 эВ - энергия первого возбуждённого состояния, и минимальная энергия возбуждения атома составит [$916$]E = E[sub]2[/sub] - E[sub]1[/sub] = -3.38 - (-13.53) = 10.15 эВ.
В соответствии с законами квантовой механики, любой водородоподобный атом с зарядом ядра Z может иметь лишь дискретный энергетический спектр со значениями E[sub]1[/sub], E[sub]2[/sub],..., определяемыми выражением
где R - постоянная Ридберга, h - постоянная Планка, n = 1, 2, 3,... - главные квантовые числа. В частности, для атома водорода E[sub]1[/sub] = - Rh = -13.53 эВ - энергия нормального состояния, E[sub]2[/sub] = - Rh/4 = E[sub]1[/sub]/4 = -13.53/4 = -3.38 эВ - энергия первого возбуждённого состояния, и минимальная энергия возбуждения атома составит [$916$]E = E[sub]2[/sub] - E[sub]1[/sub] = -3.38 - (-13.53) = 10.15 эВ.
5
Это самое лучшее решение!
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