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Рис.7. Испаритель холодильника.
Жидкий хладагент поступает в испаритель (ВХОД на рис. 7) через регулятор потока (обычно через капиллярную трубку), затем оставшаяся жидкость поглощает тепло и испаряется. Пары поступают во всасывающий трубопровод. Если в испарителе не произошло испарение всего жидкого хладагента, обычно используется цилиндр (АККУМУЛЯТОР на рис. 7), который предотвращает попадание жидкого хладагента во всасывающую линию компрессора (ВЫХОД на рис. 7). Существует два типа испарителей: сухие и затопленные. Хладагент подается в испаритель с использованием сухой системы ровно на столько, сколько это необходимо для поддержания требуемой температуры. При использовании затопленной системы испаритель всегда заполнен жидким хладагентом. Используемый тип регулятора хладагента определяет тип испарителя.
9.2.5 Капиллярная трубка
Хладагент сжижается в конденсаторе и затем поступает через фильтр-осушитель стороны высокого давления в капиллярную трубку, присоединенную к участку всасывающей трубы[2] l. Из капиллярной трубки хладагент поступает в испаритель. На этом цикл охлаждения заканчивается.
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)
Рис.8. Капиллярная трубка с фильтром
Капиллярная трубка является самым распространенным устройством для регулирования потока. Капиллярная трубка отличается значительной длиной по сравнению с небольшим диаметром. Пропорционально длине трубки снижается давление, т.е. создается перепад давлений, необходимый для последующего расширения и кипения хладагента. Внутренний диаметр трубки может варьировать в зависимости от хладагента, производительности установки и длины трубопровода. Трубка расположена между жидкостным трубопроводом и испарителем. Расход хладагента должен быть таким, чтобы при переходе в парообразное состояние обеспечить заданный режим охлаждения в камере.
Давление жидкого хладагента понижается с давления конденсации до давления кипения. Никаких изменений жидкости не происходит, за исключением небольшого падения давления на первых две трети длины капиллярной трубки. Затем часть жидкости начинает превращаться в пар. Когда хладагент достигает конца трубки, от 10 до 20% его находится в парообразном состоянии. В большинстве случаев причиной падения давления на конце трубки вблизи линии жидкости является увеличение объема пара.
В последнее время конструктивные разработки капиллярных трубок предполагает использование более крупных и длинных трубок. Больший диаметр снижает риск их закупорки.
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)
Рнс.9. Регулирование расхода хладагента капиллярной трубкой
9.2.6 Блок управления двигателем
Практически все автоматические электрические холодильники рассчитаны на большую холодопроизводительность чем необходимо. Поэтому в обычных условиях холодильники не работают непрерывно. Для поддержания необходимой температуры двигатель должен отключаться, когда температура понижается до требуемой, и включаться, когда испаритель опять нагревается до определенной температуры. Два основных типа устройств управления двигателем используются для того, чтобы включать и выключать двигатель:
1. Терморегулятор (термореле)
2. Регулятор или реле давления (давления на стороне всасывания)
В бытовых установках наиболее широко используется термостат. Термостат включает в себя термо баллон, соединенный капиллярной трубкой с диафрагмой или гофрированной мембраной. Это устройство заправляется летучей жидкостью, которая расширяется и повышает давление в результате нагрева баллона и сжимается опять, для того, чтобы понизить давление во время охлаждения баллона. При повышении давления в баллоне диафрагма сдвигается. При этом включается переключатель мгновенного действия, поскольку диафрагма соединена с ним (цепь замыкается). Охлаждение баллона вызывает перемещение диафрагмы или гофрированной мембраны в противоположную сторону и следовательно изменение положения переключателя (цепь размыкается).
Такие блоки управления включают различные функции регулировки, допускают различные рабочие температуры. Многие блоки управления имеют ручной переключатель, позволяющий включать и выключать систему по мере необходимости.
Также они могут включать предохранитель, отключающий систему в случае перенапряжения. Кроме того, к реле времени автоматического оттаивания испарителя' могут быть подключено термореле.
9.2.7 Фильтр-осушитель на жидкостном трубопроводе
Широко распространена практика установки фильтра-осушителя на жидкостном трубопроводе. Устройство в виде бочонка удерживает влагу, грязь, металлы и частицы мусора от попадания в регулятор потока хладагента. Более того, осушительный элемент в фильтре абсорбирует влагу, защищая регулятор потока хладагента от образования ледяных пробок (рис.10).
![](data:image/jpeg;base64,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)
На рис. 10 показан фильтр-осушитель. А - выходная трубка, В - входная трубка и С -продувочный вентиль.
![](data:image/jpeg;base64,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)
На рис. 11 показан установленный фильтр-осушитель. А - фильтр-осушитель, В продувочный вентиль, С - конденсатор и D - компрессор.
9.2.8 Игольчатый клапан
Для того, чтобы обеспечить доступ к герметичной системе, часто используются игольчатые клапаны, устанавливаемые на всасывающих и выпускных трубках (подводящих к конденсатору), или на них обоих, а также на технологических трубках. Игольчатый клапан показан на рис. 12. Известными производителями холодильного оборудования разработано и реализуется множество конструкций игольчатых клапанов, устанавливаемых на трубках. 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Рис.12. Присоединительный элемент вальцованных соединений
9.2.9 Инструменты
Для обслуживания герметичных бытовых систем необходимы следующие инструменты. которые позволяют производить ремонт без утечки хладагента.
1. Высоковакуумный насос
2. Вакуумный шланг диаметром 3/8" длиной 1,5 м
3. Установка для извлечения и переработки
4. Баллоны для R 12, R.22. R 502, R 134a
5. Продувочная трубка диаметром 1/4" длиной 1 м с ручным запорным игольчатым клапаном и контрольным клапаном
6. Устройство для очистки капиллярной трубки
7. Комплект для калибровки капиллярной трубки
8. Паяльная лампа, использующая топливо, ацетилен или оксиацетилен
9. Ручной пылесос
10. Манометрический коллектор
11. Переходники для подключения технологических трубок
12. Пружины для сгибания труб
9.2.10 Замена фильтра-осушителя
Для того чтобы удалить попавшую в систему влагу или грязь, необходимо на линии с жидкостью установить фильтр-осушитель. Способ установки заключается в следующем: