Лабораторная работа № 4. Изучение органов управления и контроль режимов работы генератора прямоугольных импульсов
Цель работы: приобретение практических навыков работы с генератором импульсов, изучение различных режимов работы.
Пояснение к работе
Краткие теоретические сведения
Измерительными генераторами импульсных сигналов называют источники одиночных или периодических видеоимпульсных сигналов, форма которых близка к прямоугольной.
Генераторы импульсов классифицируются по следующим признакам: 1) по характеру последовательности основных импульсов – генераторы одиночных и парных импульсов, генераторы кодовых групп импульсов; 2) по группе назначения, определяемой основным параметром (параметрами), для которого нормируется погрешность 3) по классу точности одного или ряда параметров.
Генератор Г5-54
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)
1) Тумблер СЕТЬ и индикаторная лампа включения;2) при нажатой кнопке -запуск внешним отрицательным импульсом;3) при нажатой кнопке -запуск внешним положительным импульсом или синусоидальным сигналом;4) при нажатии кнопки «» работает разовый (однократный) запуск;5) при нажатой верхней кнопке прибор работает в режиме внутреннего запуска;
6) группа ЧАСТОТА ПОВТОРЕНИЯ содержит шкальное устройство плавной регулировки частоты повторения и переключатель поддиапазоновчастоты повторения. Цвет кнопки соответствует цвету шкалы плавной регулировки, по которой необходимо вести отсчет;7) группа СИНХРОИМПУЛЬСЫ-выходное гнездо синхроимпульса, переключатель полярности синхроимпульса и регулятор амплитуды АМПЛ;8) группа ВРЕМЕННОЙ СДВИГ содержит шкальное устройство плавной регулировки временного сдвига основного импульса относительно синхроимпульса и переключатель поддиапазонавременного сдвига. Цвет кнопки соответствует цвету шкалы плавной регулировки, по которой необходимо вести отсчет;9) группа ДЛИТЕЛЬНОСТЬ содержит шкальное устройство плавное регулировки длительности основного импульса и переключатель поддиапазоновдлительности основных импульсов. Цвет кнопки соответствует цвету шкалы плавной регулировки, по которой необходимо вести отчет;10) группа выхода основных импульсов имеет выходные гнезда 1 : 100, 1 : 10, 1 : 1, ручку плавной регулировки амплитуды, переключатель делителя амплитуды основного импульса, вольтметр, показывающий амплитуду основного импульса (отсчет по шкале включенного делителя амплитуды и коэффициента деления выходного гнезда) и переключатель полярности основных импульсов.11) На лицевой панели также расположена клемма заземления, соединенная с корпусом прибора.
2.Ход работы
2.1.Собрать схему, соединив с помощью кабеля выход 1:1 генератора импульсов со входом У осциллографа.
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