Лекция №7. Айнымалы тоқ және оның параметрлері: периоды, жиілігі және т.б.
Уақытша диаграммалар.
Жоспар
Айнымалы тоқ туралы мағлұмат
Айнымалы тоқтың параметрлері: периоды, жиілігі және т.б.
Уақытша диаграммалар
Қайталау
Электр тоғы, металдардағы электр тоғы, сұйықтардағы электр тоғы, газдардағы электр тоғы, вакуумдегі электр тоғы және т.б. Тұрақты тоқ - бағыты және шамасы іс-жүзінде уақыт өтсе де өзгермейтін тоқ.
Айнымалы тоқ, (ағылшынша alternating current – айнымалы тоқ) – бағыты мен шамасы периодты түрде өзгеріп отыратын электр тоғы. Ал техникада айнымалы тоқ деп тоқ күші мен кернеудің период ішіндегі орташа мәні нөлге тең болатын периодты тоқ болады. Айнымалы тоқ байланыс құрылғыларында (радио, теледидар, телефон т.б.) кеңінен қолданылады.
Айнымалы токты пайдаланудың ең алғаш рет 1875 жылы орыс ғалымы П.Н.Яблочков ұсынды. Айнымалы ток Яблочков шырағындағы көмірдің біркелкі жануын қамтамасыз етті және шамдардың бір электр энергиясы көзінен қоректенуіне жол ашты.
Электр энергиясы қажеттілігінің өсуіне байланысты оны алыс қашықтыққа жеткізу мәселесі алға қойылды. Бұл мәселенің шешімі электр энергиясын таратуды, ол үшін әртүрлі кернеуді табуды талап етті. Үнемділік жағынан алғанда, электр энертиясын алыс қашықтықтарға жеткізудегі тиімдісі – жоғары кернеу, ал қабылдағыштарға беру кезінде қауіпсіздік ережелерін сақтау үшін төменгі кернеу қажет болды.
Кернеуді бұдан былай түрлендіру үшін, айнымалы токты түрлендіретін құрылғы, яғни қарапайым трансформаторлар қажет болды, оны да өзінің шырақтары үшін Яблочков ойлап тапты.
Одан кейін атақты орыс инженері және ғалымы М.О.Доливо – Добровольскийдің басшылығымен үш фазалы жүйе ойлап шығарылды. М.О.Доливо – Добровольскийдің арқасында айнымалы ток кеңінен тарады. 1889 жылы ол бірінші рет фазалы қозғалтқыш және үш фазалы тізбектің барлық тетіктерін жасап шығарды. 1891 жылы ол электр энергиясын үш фазалы токпен 175 шақырым қашықтыққа жеткізуді іске асырды.
Айнымалы токты электротехника саласында кеңінен пайдалану орталықтандырылған түрде электр энергиясын өндіруді, алыс қашықтыққа жеткізуді, оны таратуды және қабылдауды игерген кезеңнен басталды.
Айнымалы токқа қатысты ұғымдармен танысайық.
Айнымалы ток деп уақытқа байланысты шамасы мен бағыты өзгеріп отыратын токты айтамыз. Айнымалы токтың кез келген аз уақыт мезгіліндегі мәнін лездік ток деп атайды, оны i әрпімен белгілейді. Лездік токтың (і) зарядқа және уақытқа қатысты екендігі мына қатынастан көрінеді:
i = dq / dt. (1)
0 – ден t – ға дейінгі уақыт аралығында айнымалы ток мынандай заряд тасиды:
q = ∫ i dt.
Халықаралық СИ жүйесі бойынша ток күшінің бірлігі ретінде ампер (А) алынған. Бұл жүйеде заряд ампер – секундпен немесе кулонмен өлшенеді. 1 кулон (Кл) заряд 6,29 * 1018 электрон зарядына тең. Егер ток күші 1 ампер болса, онда бұл - өткізгіштің көлденең қимасы арқылы секундына 6,29 * 1018 электрон ағып өтеді деген сөз.
Егер лездік токтың уақытқа тәуелділігі белгілі болса, i = F(t) және оның бағыты көрсетілсе, онда токты белгілі деп есептеуге болады. Айнымалы токтың пішіні әртүрлі, соның ішінде көп тарағандарының бірі – периодты токтар.
Периодты токтар деп токтың лездік мәндері бірдей уақыт аралықтарында қайталанып отыратын токтарды айтамыз. Ал тоқтың лездік мәні қайталанып отыратын ең аз уақыты сол токтың периоды деп аталады, оны Т әрпімен белгілейді. Периодтық ток үшін:
i = F(t) = F(t+T) (2)
1 – сурет. Айнымалы тоқ графигі
1 – суретте электр тізбегінің АВ бөлігі көрсетілген және периодты ток үшін мысал ретінде токтың уақытқа тәуелділігі келтірілген: і = F(t). Стрелка токтың оң бағытын көрсетеді i›0 i‹0 болған жағдайда токтың нақты бағыттары үзік сызықты стрелкамен көрсетілген.
Қисық сызық бойындағы кесінділер ‹‹а›› мен ‹‹в››, ‹‹0›› және ‹‹с›› аралықтарын токтың бір период кезіндегі толық циклі дейміз.
Периодқа кері шаманы жиілік дейміз, ол ƒ әрпімен белгіленеді және герцпен (Гц) өлшенеді:
ƒ = 1 / T (Гц) (3)
Электротехникада қолданылатын айнымалы токтардың жиілік ауқымы (диапазоны) өте кең. Ол ондаған герцтен миллиард герцке дейін барады. Еуропа электр энергетикасында стандарт жиілік тағайындалған (өндірістік 50 Гц, ал АҚШ пен Жапонияда 60 Гц). Байланыс техникасында жиілігі жоғары (100кГц-тен 30 ГГц-ке дейін) айнымалы тоқ пайдаланылады.
Жоғарыда сөз болған және жаңадан енгізілген анықтамалардың барлығы бұдан былай да кернеу, ЭҚК, магнит ағындары үшін пайдаланыла береді. Кернеу және ЭҚК жайында сөз еткенде, сұлбада олардың оң бағытын стрелкамен немесе әріптің төмен жағына қойылған индекс арқылы белгілеу керек.
Электр энергетикасында қарапайым гармоникалық немесе синусоидалық токтар пайдаланылады, яғни токтың уақытқа тәуелділігі синусоидалық функция болады. Радиотехникада, автоматикада, телемеханикада және есептеу техникасында синусоидалы емес периодты токтарды пайдаланған кезде біраз қиындықтарға кездесеміз. Олар: электр энергиясы шығынының ұлғаюы, тізбектің кейбір бөліктерінде кернеудің едәуір пайда болуы, электр байланыстарының (телеграф, телефон) жұмысатарына кедергі келтіретін бұрмалаушы жағдайлардың тууы.
Синусоидалық емес периодты токтар дегеніміз - әртүрлі жиіліктегі синусоидалық тоқтардың жиынтығы.
Электр тізбектерінің осы құбылыстары бізден синусоидалық токтарды түбегейлі зерттеп - білуді талап етеді.
Тұрақты және айнымалы тоқтың графиктік кескіні (уақытша диаграммалар)
Графиктік әдіс уақытқа тәуелді айнымалы шамалардың өзгеру процесін көрнекті көрсетуге мүмкіндік береді.
2-суретте тұрақты тоқ графигі көрсетілген. Тоқ оң мәндерге ие болады. 3-суретте айнымалы тоқтың графигі бейнеленген. О осі төмен нүктелер теріс мәндерге ие болады.
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)
Сурет – 2. Тұрақты тоқ
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Сурет – 3. Айнымалы тоқ
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2-Суретте тұрақты тоқтың шамасы 50 мА. Бағыты және шамасы бойынша уақыт өткен сайын тоқ шамасы 50 мА болып қала береді.
Айнымалы тоқтың периодтық i(t) графигі
Өндірілуі
Айнымалы тоқ айнымалы кернеу арқылы өндіріледі. Тоқ жүріп тұрған сым төңірегінде пайда болатын айнымалы электрлі магниттік өріс айнымалы тоқ тізбегінде энергия тербелісін тудырады, яғни энергия магнит немесе электр өрісінде периодты түрде бірде жиналып, бірде электр энергиясы көзіне қайтып отырады. Энергияның тербелуі айнымалы тоқ тізбектерінде реактивті тоқ тудырады, ол сым мен тоқ көзіне артық ауырлық түсіреді және қосымша энергия шығынын жасайды. Бұл – айнымалы тоқ энергиясын берудегі кемшілік. Айнымалы тоқ күші сипаттамасының негізіне айнымалы тоқтың орташа жылулық әсерін, осындай тоқ күші бар тұрақты тоқтың жылулық әсерімен салыстыру алынған. Айнымалы тоқ күшінің осындай жолмен алынған мәні әсерлік мән деп аталады әрі ол период ішіндегі тоқ күші мәнінің математикалық орташа квадратын көрсетеді. Айнымалы тоқтың әсерлік кернеу мәні де осы сияқты анықталады. Тоқ күші мен кернеудің осындай әсерлік мәндері айнымалы тоқтың амперметр және вольтметрі арқылы өлшенеді.
Таралуы, түрленуі
Айнымалы тоқтың үш фазалық жүйесі жиі қолданылады. Тұрақты тоққа қарағанда айнымалы тоқтың генераторлары мен қозғалтқыштарының құрылымы қарапайым. Айнымалы тоқ әуелі шала өткізгіштер арқылы, ал одан кейін шала өткізгішті инверторлар көмегімен жиілігі реттелмелі басқа айнымалы тоққа түрлендіріледі.
Айнымалы тоқ күшінің лездік мәні (i) синусойдалық заңға сәйкес белгілі бір уақыт (t) ішінде мынадай заң бойынша өзгереді:
i(t)=Imsin(t+), мұндағы Im-тоқ амплитудасы, ω = 2πf – тоқтың бұрыштық жиілігі, - бастапқы фаза.
Сондай жиіліктегі кернеу де синусойдалық заң бойынша өзгереді:
u(t)=Umsin(t+), мұндағы Um- кернеу амплитудасы, - бастапқы фаза.
Мұндай айнымалы тоқтың әсерлік мәндері мынаған тең болады:
I = Im/ 0,707 Im, U = Um/ 0,707 Um.
Айнымалы тоқ тізбегінде индуктивтілік не сыйымдылықтың болуына байланысты тоқ күші (i) мен кернеу (u) арасында фаза ығысуы пайда болады.
Айнымалы тоқтың параметрлері
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