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@ -53,7 +53,7 @@
\end{titlepage}
\section{Аннотация}
В работе исследованы вынужденные колебания в электрическом контуре, рассчитана добротность контура различными способами. Измерения проведены на параллельном колебательном контуре с вынуждающей силой, меняющейся гармонически непрерывно или в форме цугов. Вычислены теоретическое значение добротности, добротность при измерении ширины резонансной кривой, значение при исследовании нарастания колебаний. Рассчитанные значения не совсем идентичны, предложены способы улучшения результатов.
В работе исследованы вынужденные колебания в электрическом контуре, рассчитана добротность контура различными способами. Измерения проведены на параллельном колебательном контуре с вынуждающей силой, меняющейся гармонически непрерывно или в форме цугов. Вычислены теоретическое значение добротности, добротность при измерении ширины резонансной кривой, значение при исследовании нарастания колебаний. Рассчитанные значения расходятся.
\section{Введение}
Совсем несложно представить обычные детские качели. В зависимости от их строения, какие-то было легко раскачать, для каких-то требовались усилия. Но если начать двигаться с определенной частотой, то качели быстро начинают колебаться с большой амплитудой. Но, к сожалению, если перестать двигаться, то через некоторое время колебания станут совсем небольшими. Похожие явления наблюдаются и в электрических цепях, состоящих из катушек, резисторов, конденсаторов. Интересно, можно ли численно описать эти эффекты с помощью одной какой-то величины? Ответу на этот вопрос и наблюдению вышеописанных явлений в электрической цепи посвящена работа.