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Консультация № 161221
23.02.2009, 21:37
0.00 руб.
0
1
1
мне пожалуйста дано, решение и чертеж.
Протон движется по окружности радиусом R=0,5 см с линейной скоростью v=10^6 м/с. Определить магнитный момент рm, создаваемый эквивалентным круговым током.
Протон движется по окружности радиусом R=0,5 см с линейной скоростью v=10^6 м/с. Определить магнитный момент рm, создаваемый эквивалентным круговым током.
Обсуждение
Неизвестный
23.02.2009, 22:21
общий
это ответ
Здравствуйте, Сергей Стар!
Магнитный момент по модулю определяется равенством pm=I[$149$]S, а направление его следует определять по правилу правого буравчика (если вращать ручку буравчика в направлении тока, то направление магнитного момента будет совпадать с направлением поступательного движения буравчика). Теперь определим величину эквивалентного кругового тока. По нашей окружности за время 2[$149$]Pi[$149$]R/v (время прохождения протоном окружности) пройдет заряд протона, а значит сила тока I=p[$149$]v[$247$](2[$149$]Pi[$149$]R), p-заряд протона. Тогда магнитный момент pm=p[$149$]v[$149$]S[$247$](2[$149$]Pi[$149$]R)=p[$149$]v[$149$]R/2=1,6[$149$]10-19[$149$]106[$149$]0,005/2=4[$149$]10-16 (А[$149$]м2).
Магнитный момент по модулю определяется равенством pm=I[$149$]S, а направление его следует определять по правилу правого буравчика (если вращать ручку буравчика в направлении тока, то направление магнитного момента будет совпадать с направлением поступательного движения буравчика). Теперь определим величину эквивалентного кругового тока. По нашей окружности за время 2[$149$]Pi[$149$]R/v (время прохождения протоном окружности) пройдет заряд протона, а значит сила тока I=p[$149$]v[$247$](2[$149$]Pi[$149$]R), p-заряд протона. Тогда магнитный момент pm=p[$149$]v[$149$]S[$247$](2[$149$]Pi[$149$]R)=p[$149$]v[$149$]R/2=1,6[$149$]10-19[$149$]106[$149$]0,005/2=4[$149$]10-16 (А[$149$]м2).
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