Foydalanilgan adabiyotlar(internet saytlar)
R.I. Isaev, G.X. Mirazimova, D.X. Ibatova, «Optik aloqa tizimlari» fanidan amaliy mashg‘ulotlarni bajarishga oid uslubiy qo‘llanma. 1-qism / TATU. Toshkent, 2021.
Н. Ф. СЕМЕНЮТА, П. М. БУЙ “Волоконно-оптические линии связи и телекоммуникационные системы передачи на железнодорожном транспорте” Гомель 2012
https://mining-media.ru/ru/article/prombez/2024-volokonno-opticheskie-sistemy-svyazi
https://www.litres.ru/o-k-sklyarov/volokonno-opticheskie-seti-i-sistemy-svyazi-66005629/
https://siblec.ru/telekommunikatsii/vychislitelnye-sistemy-seti-i-telekommunikatsii/14-printsipy-postroeniya-setej-abonentskogo-dostupa/14-6-tekhnologii-dostupa-na-opticheskikh-liniyakh-svyazi
Bu jadval asosida hisob kitob qilinadi, har bir talaba xms dagi tartib raqami bo‘yicha variant olib bajaradik
n
|
Optik tolaning
turi
|
n1
|
n2
|
Δn,
(%)
|
d,
mkm
|
,
nm
|
Qiymatlari aniqlanadigan parametrlar
|
1
|
2
|
3
|
4
|
5
|
6
|
7
|
9
|
1
|
pog‘onali, ko‘p modali
|
1,54
|
1,52
|
-
|
50
|
850
|
n, θt.i.q., NA,V, Nm,λkes
|
2
|
pog‘onali, ko‘p modali
|
1,54
|
1,52
|
-
|
62,5
|
1310
|
n, θ t.i.q., NA,V, Nm,λkes
|
3
|
pog‘onali, ko‘p modali
|
1,54
|
1,52
|
-
|
85
|
1550
|
n, θ t.i.q., NA,V, Nm,λkes
|
4
|
pog‘onali, bir modali
|
1,468
|
-
|
0,36
|
8,3
|
850
|
n2, θ t.i.q., NA,V, Nm,λkes
|
5
|
pog‘onali, bir modali
|
1,468
|
-
|
0,36
|
8,3
|
1310
|
n2, θ t.i.q., NA,V, Nm,λkes
|
6
|
gradientli, ko‘p modali
|
1,468
|
-
|
0,36
|
62,5
|
1550
|
n2, θ t.i.q., NA,V, Nm,λkes
|
7
|
gradientli, ko‘p modali
|
1,46
|
-
|
1,25
|
50
|
850
|
n2, θ t.i.q., NA,V, Nm,λkes
|
8
|
gradientli, ko‘p modali
|
1,46
|
-
|
1,25
|
50
|
1310
|
n2, θ t.i.q., NA,V, Nm,λkes
|
9
|
gradientli, ko‘p modali
|
1,46
|
-
|
1,25
|
50
|
1550
|
n2, θ t.i.q., NA,V, Nm,λkes
|
10
|
gradientli, ko‘p modali
|
1,47
|
-
|
2,1
|
62,5
|
850
|
n2, θ t.i.q., NA,V, Nm,λkes
|
11
|
gradientli, ko‘p modali
|
1,47
|
-
|
2,1
|
62,5
|
1310
|
n2, θ t.i.q., NA,V, Nm,λkes
|
12
|
gradientli, ko‘p modali
|
1,47
|
-
|
2,1
|
62,5
|
1550
|
n2, θ t.i.q., NA,V, Nm,λkes
|
13
|
pog‘onali, ko‘p modali
|
1,54
|
1,52
|
-
|
50
|
850
|
n, θt.i.q., NA,V, Nm,λkes
|
14
|
pog‘onali, ko‘p modali
|
1,54
|
1,52
|
-
|
62,5
|
1310
|
n, θ t.i.q., NA,V, Nm,λkes
|
15
|
pog‘onali, ko‘p modali
|
1,54
|
1,52
|
-
|
85
|
1550
|
n, θ t.i.q., NA,V, Nm,λkes
|
16
|
pog‘onali, bir modali
|
1,468
|
-
|
0,36
|
8,3
|
850
|
n2, θ t.i.q., NA,V, Nm,λkes
|
17
|
pog‘onali, bir modali
|
1,468
|
-
|
0,36
|
8,3
|
1310
|
n2, θ t.i.q., NA,V, Nm,λkes
|
18
|
gradientli, ko‘p modali
|
1,468
|
-
|
0,36
|
62,5
|
1550
|
n2, θ t.i.q., NA,V, Nm,λkes
|
19
|
gradientli, ko‘p modali
|
1,46
|
-
|
1,25
|
50
|
850
|
n2, θ t.i.q., NA,V, Nm,λkes
|
20
|
gradientli, ko‘p modali
|
1,46
|
-
|
1,25
|
50
|
1310
|
n2, θ t.i.q., NA,V, Nm,λkes
|
21
|
gradientli, ko‘p modali
|
1,46
|
-
|
1,25
|
50
|
1550
|
n2, θ t.i.q., NA,V, Nm,λkes
|
22
|
gradientli, ko‘p modali
|
1,47
|
-
|
2,1
|
62,5
|
850
|
n2, θ t.i.q., NA,V, Nm,λkes
|
23
|
gradientli, ko‘p modali
|
1,47
|
-
|
2,1
|
62,5
|
1310
|
n2, θ t.i.q., NA,V, Nm,λkes
|
24
|
gradientli, ko‘p modali
|
1,47
|
-
|
2,1
|
62,5
|
1550
|
n2, θ t.i.q., NA,V, Nm,λkes
|
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