21 октября 2018г.
Аннотация
В работе описаны подходы к построению системы источника бесперебойного питания (ИБП) на базе линейных генераторов возвратно-поступательного движения. Представлена классификация линейных генераторов и структурная схема ИБП для энергообеспечения маломощных объектов. Описаны некоторые особенности предлагаемой конструкции микрогенератора и предлагаемые методы ее экспериментального исследования.
Annotation
The paper describes approaches to building an uninterruptible power supply (UPS) system based on linear reciprocating generators. The classification of linear generators and block diagram of the UPS to supply power to low-power facilities. Some features of the proposed microgenerator design and proposed methods for its experimental investigation are described.
Ключевые слова: источник бесперебойного питания, линейный микрогенератор, структурная схема, законы физики
Keywords: uninterruptible power supply, linear microgenerator, structural scheme, laws of physics
В связи с широким внедрением средств вычислительной техники и систем управления практически во все сферы жизни современного человека насущной становится задача обеспечения их надежного электропитания, в связи с тем, что перерыв в их электропитании может повлечь потерю важной информации, нарушить ход процесса требуемого управления. Системы электропитания, являясь одной из основных частей современных автономных мобильных объектов (гаджетов), определяют их энергетическое обеспечение, существенно влияют на эффективность и срок их активного функционирования. Для обеспечения такого электропитания используются специальные устройства, получившие название источников бесперебойного питания [1,2]. Разработку подобных систем целесообразно проводить на базе малогабаритных источников электрического питания, в основе которых используются, так называемые, вибрационные микрогенераторы (ВМГ), в которых механическая энергия различных типов колебаний с широким спектром частот конвертируется в электрическую энергию. Оснащение мобильных устройств, встроенными автономными системами электроснабжения, в основе которых лежит использование энергии механического колебательного движения, открывает новые качественные возможности для развития таких систем.
Структурная схема ИБП для автономных систем электроснабжения маломощных объектов (АСЭМО) представлена на рисунке. Схема включает в себя следующие элементы:
- (ВМГ) вибрационный макрогенератор, представляющий собой источник электрической энергии;
- (П) преобразователь (электронный блок, содержащий выпрямитель, накопитель и преобразователь уровня напряжений);
- (Р) распределитель (коммутация, схемы переключения и защиты), обеспечивающий передачу электрической энергии потребителю;
(АКБ) аккумуляторная батарея позволяющая накапливать электроэнергию при работе без нагрузки и выдавать ее потребителю в период интенсивного потребления или при неработающем генераторе.
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)
Анализ данной структурной схемы показывает, что основным элементом АСЭМО является ВМГ, поэтому требования, предъявляемые к подобного рода системам определяются в основном выходными характеристиками и параметрами самого вибрационного генератора:
1
- частота перемещения подвижного элемента ВМГ - индентора определяется свойствами среды или самого физического тела;
2 - габаритные размеры и вес ВМГ;
3 - механическая прочность ВМГ;
4 - надежная работа ВМГ в температурном диапазоне от -60 до +60 °С;
5 - низкий КПД ВМГ (от 10 до 50%)
[3];
6
- необходимо наличие работающего
совместно с ВМГ накопителя энергии (конденсатора) и преобразователя, позволяющего преобразовать накопленную энергию в любой уровень выходного напряжения.
Различные условия условиями эксплуатации, а также требования, предъявляемые
к ВМГ, предопределяют большое разнообразие существующих конструкций подобных устройств. В связи, с чем возникает необходимость разработки классификации таких генераторов, которая позволит обосновать выбор конструктивной схемы для ИБП с требуемыми выходными характеристиками [4].
В ходе проведения аналитического обзора информационных источников, посвященных вопросам проектирования, исследования и эксплуатации, линейные генераторы можно классифицировать по следующему ряду признаков: - по принципу действия;
-
по характеру движения;
-
по назначению;
-
по числу фаз;
-
по способу возбуждения;
-
по конструкции подвижной части;
-
по конструктивному исполнению.
Построение ВМГ желательно осуществлять таким образом, что бы получить высокую плотность мощности с исключением большого количества материалов, требующихся в подобных устройствах для возврата магнитного потока и не порождающих при этом никаких намагничивающих сил [5,6]. ВМГ должен позволять исключить огромное количество ненужных материалов. Это не противоречит уравнениям Максвелла, поскольку линии поля, в конце концов, замыкаются на себе, образуя замкнутый контур, а не повсюду. Закон разностной дивергенции лишь утверждает, что тот поток, который вошел в дифференциальный элемент объема, должен из него и выйти. Фактическая траектория линий магнитного поля будет определяться конфигурацией ферромагнитных материалов, катушек и воздушных зазоров в конструкции ВМГ.
Поэтому количество разработок ИБП на базе линейных генераторов возвратно-поступательного движения ограничено из-за отсутствия развитой теории и экспериментальной базы, что создает определенные трудности в создании АСЭМО на
основе ВМГ.
Уравнения движения электромагнитной системы можно получить на основе физических законов, используя для получения механических сил электрического происхождения плотность сил из теории электромагнитного поля или принцип возможных перемещений и закон сохранения энергии. Другим путем уравнения могут быть получены при помощи вариационных принципов, примененных к выбранным функциям энергии. Каждый из указанных методов
при
правильном применении
приводит
к верным результатам. Применение законов физики для получения уравнений движения является наименее формальным, но требует большой интуиции и рассудительности, в особенности, когда речь идет о сложных системах, содержащих большое количество переменных. Условия электрических связей, вытекающих из характера механического движения, и уравнения движения для электрической и механической частей системы можно получить из известных законов физики, таких как закон Фарадея, закон Кулона, законы Кирхгофа и принцип Даламбера.
Список литературы
1. Домpацкий, О.А. Электропитание устройств
связи:
Учеб. для вузов/ О.А.Домpацкий, А.С. Жеpненко, А.Д. Кpатаpов, В.А. Калинин и дp. - М: Радио и связь , 1981. - 320 с.
2.
Ковалев, Ф.И. Статические агрегаты
бесперебойного питания / Под
pед. Ф.И.Ковалева - М: Энеpгоатомиздат,
1992. - 230 с.
3. Ряшенцев Н.П. Электромагнитный привод линейных машин. Новосибирск: Наука, 1985. - 152 с.
4.
Саттаров P.P., Бабикова Н.Л., Полихач Е.А. К вопросу о классификации линейных генераторов // Вестник УГАТУ 2009. Т. 12, №2(31). - С. 144-149.
5.
Патент РФ на полезную модель № 162793. H02K 35/02. Линейный электрический генератор / Опубл. 02.06. 2016. БИ № 18.
6.
Патент РФ на полезную модель № 168348. H02K 35/02. Линейный генератор электрической энергии на постоянных магнитах / Опубл. 30.01. 2017. БИ № 4.
©Довгаль В.М Профессор д.т.н,Каунг Мьят Хту(Kaung Myat Htoo)2018