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Консультация № 187305
28.04.2013, 16:49
99.99 руб.
0
2
2
Здравствуйте, уважаемые эксперты! Возникли некоторые сложности со статистической физикой, так как приболел и упустил много. Надеюсь на вашу помощь.
1) Найти отношение молекул, имеющих энергию меньше и больше наиболее вероятной (с помощью интеграла).
2) Чему приблизительно равен интервал энергий, отмеченный на рисунке:
3) Определить число доступных состояний в интервале энергий от 1/2 EF до EF при T=0 для образца Na (me*=1,2mc, EF=2.5 эВ), имеющего форму шарика с радиусом 2 см.
4) Найти отношение эффективной массы дырок к эффективной массе электронов mp*/mn* в собственном полупроводнике, если при изменении температуры на дельта (kT)=0.01 эВ химический потенциал изменится на
эВ
5) Вода массы m=1 кг, кипящая при нормальном атмосферном давлении, целиком превратилась в насыщенный пар. Найти приращение энтропии (дельта S). Удельная теплота парообразования воды 2.26*10^6 Дж/кг.
6) Безразмерная энтропия системы S0=S/k=10^3. Чему равен статистический вес системы?
Заранее огромное спасибо.
1) Найти отношение молекул, имеющих энергию меньше и больше наиболее вероятной (с помощью интеграла).
2) Чему приблизительно равен интервал энергий, отмеченный на рисунке:
3) Определить число доступных состояний в интервале энергий от 1/2 EF до EF при T=0 для образца Na (me*=1,2mc, EF=2.5 эВ), имеющего форму шарика с радиусом 2 см.
4) Найти отношение эффективной массы дырок к эффективной массе электронов mp*/mn* в собственном полупроводнике, если при изменении температуры на дельта (kT)=0.01 эВ химический потенциал изменится на
эВ5) Вода массы m=1 кг, кипящая при нормальном атмосферном давлении, целиком превратилась в насыщенный пар. Найти приращение энтропии (дельта S). Удельная теплота парообразования воды 2.26*10^6 Дж/кг.
6) Безразмерная энтропия системы S0=S/k=10^3. Чему равен статистический вес системы?
Заранее огромное спасибо.
Обсуждение
28.04.2013, 17:10
общий
это ответ
Здравствуйте, Неучев Александр Романович!
5)
Инфинитезимальное приращение энтропии:
.
В нашем случае
кДж/К.
6)
Безразмерная энтропия есть логарифм статистического веса состояния:
.
Так что искомый статистический вес есть
.
5)
Инфинитезимальное приращение энтропии:
.В нашем случае
кДж/К.6)
Безразмерная энтропия есть логарифм статистического веса состояния:
.Так что искомый статистический вес есть
.
28.04.2013, 20:59
общий
это ответ
Здравствуйте, Александр Романович!
2. Если я правильно понимаю рисунок, то на нём изображено квантовое распределение Ферми - Дирака. Снижение энергии происходит на интервале
поэтому 
С уважением.
2. Если я правильно понимаю рисунок, то на нём изображено квантовое распределение Ферми - Дирака. Снижение энергии происходит на интервале
поэтому С уважением.
Об авторе:
Facta loquuntur.
Facta loquuntur.
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