2.Сұйық зымыран қозғалтқышының термодинамикалық циклі
Сұйық зымыран қозғалтқышы (СЗҚ) сұйылтылған сұйылтылған газдың жану өнімдерінің ағыны арқылы шашатын күш шығаратын қозғалтқыш болып табылады.
Турбо-сорғы қондырғысы (ТНА) арқылы сұйық отын (отын және тотықтырғыш) 1 жану камерасына 2 беріледі, онда жану процесі тұрақты қысым кезінде орын алады. Содан кейін жану өнімдері ағын газының кеңею үрдісі сыртқы ортаға қысым жасайтын, сонымен қатар газ жылдамдығы едәуір артып, тартқыш күш шығаратын ағын шашатын саптамаға 3 кіреді. Содан кейін жану өнімдері қоршаған орта атмосферасына шығарылады және тұрақты қысымда (қоршаған орта қысымында) оны қызу береді.
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)
Сурет 10. Сұйық зымыран қозғалқышының принципиалды сызбанұсқасы
Сұйық зымыран қозғалтқышының мінсіз циклі толық экспансияның тікелей газ изобаралық циклі болып табылады (Сур.10):
А-В - отын қоспасының сұйық компоненттерін ТНК көмегімен жану камерасына сығымдау және инжекциялау процесі. Газ тәрізді жану өнімдерінің көлемімен және сұйықтықтың төмен тығыздығымен салыстырғанда сұйықтықтың аз көлемін ескере отырып, инъекция координат осіне сәйкес келетін (/ ось) сәйкес келетін изохориялық процесс ретінде қарастырылуы мүмкін;
В-С - жану камерасына жылудың изобаралық берілуі;;
C-D – сопло қондырғысында жанғыш затардың адиабаталық ұлғаюы;
D-A – қоршаған ортаға жылу берудің изобаралық процесі.
Бұл процестердің жиынтығы ABCDA аймағы арқылы анықталған оң нәтиже беретін жұмыс (/> 0) циклды құрайды.
Достарыңызбен бөлісу: |