![](data:image/png;base64,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) (5)
(4) шарт экранда анық кескінді тек нәрседен экранға дейінгі қашықтық линзаның фокустық қашықтығынан төрт еседен көп болғанда алынатынын көрсетеді. Нәрсенің үлкейтілген және кішірейтілген кескініне сәйкес келетін линзаның екі күйінің арасындағы А қашықтығы және қашықтықтарының айырмасына тең:
(6)
(6) теңдеуден фокустық қашықтықты былай табамыз:
(7)
А![](data:image/png;base64,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) лынған формула Бессель әдісінің фокустық қашықтықты анықтау формуласы болып табылады.
Б![](data:image/png;base64,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) ессель әдісімен шашыратқыш линзаның фокустық қашықтығын анықтау мүмкін емес, себебі бұл линза нәрсенің тек жалған кескінін береді. Егер шашыратқыш линзаны жинағыш линзамен беттестірсе, онда жинағыш оптикалық жүйе пайда болады (7-сурет).
7-сурет. Линзаларды қосу.
Бессель әдісімен жинағыш линзаның және пайда болған жүйенің фокустық қашықтығын анықтауға болады, ал шашыратқаш линзаның фокустық қашықтығын солар арқылы табуға болады. Линзаларды тығыздап қосқан кезде олардың оптикалық күштері қосылады:
![](data:image/png;base64,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) (8)
Бұл формуладан екінші линзаның фокустық қашықтығын табуға болады:
(8а)
Достарыңызбен бөлісу: |