16 150. -. 125 .
2590 16 Δb=+0,3 , Δn=-0,5 . , [2]
= - , (1)
- ;
- , ;
=13.
=
d28, [2]
d28=1,013∙d (2)
d28=1,013∙15,75=15,955
[2]
λ= , (3)
F0- , 2;
F0=15625.
F28- 28- , 2;
F28=199,831.
λ=
28
λ28=1,126.
Δb28, [2]
Δb28=(0,11-0,0003∙d28+0,35(λ28-1)-4∙10-5(800-D))∙d28, (4)
D , ;
D=221,61.
Δb28=(0,11-0,0003∙15,955+0,35(1,126-1)-4∙10-5(800-221,61))∙15,955=2,013
F28, 2 [2]
(5)
27
27- F27, 2 [2]
F27=F28∙λ28 (6)
F27=199,806∙1,126=224,981
d30, [2]
d27= (7)
d27=
27 λ27 =1,127.
27 Δb27, (4)
Δb27=(0,11-0,0003∙16,929+0,35(1,127-1)-4∙10-5(800-221,61))∙16,929=2,137
27 F27, 2
(8)
26-25
28 λ26= 1,127.
26 Δb26, (4)
Δb26=(0,11-0,0003∙17,972+0,35(1,127-1)-4∙10-5(800-149,8))∙17,972=2,211
26- F26, 2 (6)
F26=224,981∙1,127=253,553
26 d26,
d26=
d26=
F27, 2 (6)
F25=165,729∙1,126=186,611
h27, [2]
h25=d26- Δb26 (9)
h25=14,529-1,798=12,731
b25, [2]
(10)
26Δh26, [2]
Δh26= b25- d 26 (11)
|
|
Δh26=25,901-17,972=7,929
a 26 [2]
a 26= arcos (1- ) (12)
a 26= arcos (1- )=
, - 3max [2]
, (13)
k , - - -
, 1;
M=1,0;
=1,0;
0- ;
0=0,9.
1 - α 3 max
k a | 1 | 2 | 3 | 4 | 5 | 6 | v | T |
1,25 | 27,74 | 2,3 | 0,44 | 2,15 | 19,8 | 3,98 | 24,434 | 1 062 |
α 3max=
, . 19,973<20,117.
a25 [2]
a25= (14)
a25=
B25, δ=0,9 [2]
Bk25= (15)
Bk25=
a25 [2]
a25= (16)
a25=
s25, [2]
s25=0,15∙ h25 (17)
s25=0,15∙ 15,761=2,364
R25, [2]
R25= (18)
R25=
[2]
25=k a (b1- (19)
k a, b1, b2, b3, b5, b7 -
, 2.
2- .
k a | b1 | b2 | b3 | b5 | b7 | |
1,19 | 1,8 | 0,618 | 0,812 | 0,449 | 0,9 |
=
, .. 1,643 < 2,857.
25 .
s26, [2]
s26= 0,1∙d26 (20)
s26= 0,1∙17,972=1,797
r26, [2]
r26=0,08∙d26 (21)
r26=0,08∙17,972=1,438
r25, [2]
r25=0,22∙ R25 (22)
r25=0,22∙ 15,868=3,491
24-23
24 λ24= 1,129.
24 Δb24, (4)
Δb24=(0,11-0,0003∙21,357+0,35(1,129-1)-4∙10-5(800-152,7))∙21,357=2,624
24- F24, 2 (6)
F24=285,754∙1,253=358,049
24 d24,
d24=
F23, 2 (6)
F23=358,049∙1,129=404,237
h23, (9)
h23=21,357-2,624=18,733
b23, (10)
24Δh24, (11)
Δh24=30,827-21,357=9,47
a 24 (12)
α 24= arcos (1- )=
|
|
α 3 max, - (13)
α 3 max=
, . 19,31<22,603.
a23 (14)
a23=
B23, δ=0,9 (15)
Bk23=
a23 (16)
a23=
s23, (17)
s23=0,15∙18,733=2,81
R23, (18)
R23=
(19)
23=1,19∙(1,8-
, .. 1,646 < 2,861.
23 .
s24, (20)
s24= 0,1∙21,357=2,136
r24, (21)
r24=0,08∙21,357=1,709
r23, (22)
r23=0,22∙ 18,901=4,158
22-21
22 λ22= 1,13.
22 Δb22, (4)
Δb22=(0,11-0,0003∙25,401+0,35(1,13-1)-4∙10-5(800-152,7))∙25,401=3,099
22- F22, 2 (6)
F22=404,237∙1,253=506,509
22 d22,
d22=
F21, 2 (6)
F21=506,509∙1,13=572,355
h21, (9)
h21=25,401-3,099=22,302
b21, (10)
22Δh22, (11)
Δh22=36,663-25,401=11,262
α 22 (12)
α 22= arcos (1- )=
α 3 max, - (13)
α 3 max=
, . 24,282<23,618.
a21 (14)
a21=
B21, δ=0,9 (15)
Bk21=
a21 (16)
a21=
s21, (17)
s21=0,15∙22,302=3,345
R21, (18)
R21=
(19)
21=1,19∙(1,8-
, .. 1,644 < 2,859.
21 .
s22, (20)
s22= 0,1∙25,401=2,54
r22, (21)
r22=0,08∙25,401=2,032
r21, (22)
r21=0,22∙ 22,466=4,943
18-17
18 λ18= 1,132.
18 Δb18, (4)
Δb18=(0,11-0,0003∙30,226+0,35(1,132-1)-4∙10-5(800-218))∙30,226=3,744
18- F18, 2 (6)
F18=572,355∙1,253=717,161
18 d18,
d18=
F17, 2 (6)
F17=717,161∙1,132=811,826
h17, (9)
h17=30,226-3,744=26,482
b17, (10)
18Δh18, (11)
|
|
Δh18=43,794-30,226=13,568
α 18 (12)
α 18= arcos (1- )=
α 3 max, - (13)
α 3 max=
, . 21,914<26,316.
a17 (14)
a17=
B17, δ=0,9 (15)
Bk17=
a17 (16)
a17=
s17, (17)
s17=0,15∙26,482=3,972
R17, (18)
R17=
(19)
17=1,19∙(1,8-
, .. 1,654 < 2,91.
17 .
s18, (20)
s18= 0,1∙30,226=3,023
r18, (21)
r18=0,08∙30,226=2,418
r18, (22)
r17=0,22∙26,928=5,924
16-15
16 λ16= 1,134.
16 Δb16, (4)
Δb16=(0,11-0,0003∙35,695+0,35(1,134-1)-4∙10-5(800-327))∙35,695=4,543
16- F16, 2 (6)
F16=811,826∙1,232=1000,169
16 d16,
d16=
F15, 2 (6)
F15=1000,169∙1,134=1134,192
h15, (9)
h15=35,695-4,543=31,152
b15, (10)
16Δh16, (11)
Δh16=52,012-35,695=16,317
α 16 (12)
α 16= arcos (1- )=
α 3 max, - (13)
α 3 max=
, . 19,268<30,103.
a15 (14)
a15=
B15, δ=0,9 (15)
Bk15=
a15 (16)
a15=
s15, (17)
s15=0,15∙31,152=4,673
R15, (18)
R15=
(19)
15=1,19∙(1,8-
, .. 1,67 < 2,961.
15 .
s16, (20)
s16= 0,1∙35,695=3,57
r16, (21)
r16=0,08∙35,695=2,856
r15, (22)
r15=0,22∙32,161=7,075
14-13
14 λ14= 1,136.
14 Δb14, (4)
Δb14=(0,11-0,0003∙40,065+0,35(1,136-1)-4∙10-5(800-323))∙40,065=5,068
14- F14, 2 (6)
|
|
F14=1 134,192∙1,111=1 260,087
14 d14,
d14=
F13, 2 (6)
F13=1 260,087∙1,136=1 431,459
h13, (9)
h13=40,065-5,068=34,997
b13, (10)
14Δh14, (11)
Δh14=58,432-40,065=18,367
α 14 (12)
α 14= arcos (1- )=
α 3 max, - (13)
α 3 max=
, . 20,758<33,092.
a13 (14)
a13=
B13, δ=0,9 (15)
Bk13=
a13 (16)
a13=
s13, (17)
s13=0,15∙34,997=5,25
R13, (18)
R13=
(19)
13=1,19∙(1,8-
, .. 1,67 < 2,978.
13 .
s14, (20)
s14= 0,1∙40,065=4,007
r14, (21)
r14=0,08∙40,065=3,205
r13, (22)
r13=0,22∙36,131=7,949
12-11
12 λ12= 1,138.
12 Δb12, (4)
Δb12=(0,11-0,0003∙46,131+0,35(1,138-1)-4∙10-5(800-368))∙46,131=5,867
12- F12, 2 (6)
F12=1 431,459∙1,167=1 670,513
12 d12,
d12=
F11, 2 (6)
F11=1 670,513∙1,138=1 901,044
h11, (9)
h11=46,131-5,867=40,264
b11, (10)
12Δh12, (11)
Δh12=67,449-46,131=21,318
α 12 (12)
α 12= arcos (1- )=
α 3 max, - (13)
α 3 max=
, . 20,969<36,049.
a11 (14)
a11=
B11, δ=0,9 (15)
Bk11=
a11 (16)
a11=
s11, (17)
s11=0,15∙40,264=6,04
R11, (18)
R11=
(19)
11=1,19∙(1,8-
, .. 1,675 < 2,995.
11 .
s12, (20)
s12= 0,1∙46,131=4,613
r12, (21)
r12=0,08∙46,131=3,69
r11, (22)
r11=0,22∙41,788=9,193
10-9
10 λ10= 1,142.
10 Δb10, (4)
Δb10=(0,11-0,0003∙55,129+0,35(1,142-1)-4∙10-5(800-369))∙55,129=6,942
10- F10, 2 (6)
F10=1 901,044∙1,255=2 385,81
10 d10,
d10=
F9, 2 (6)
F9=2 385,81∙1,142=2 724,595
h9, (9)
h9=55,129-6,942=48,187
b9, (10)
10Δh10, (11)
Δh10=80,774-55,129=25,645
α 10 (12)
|
|
α 10= arcos (1- )=
α 3 max, - (13)
α 3 max=
, . 23,322 < 39,067.
a9 (14)
a9=
B9, δ=0,9 (15)
Bk9=
a9 (16)
a9=
s9, (17)
s9=0,15∙48,187=7,228
R9, (18)
R9=
(19)
9=1,19∙(1,8-
, .. 1,676 < 3,005.
9 .
s10, (20)
s10= 0,1∙55,129=5,513
r10, (21)
r10=0,08∙55,129=4,41
r9, (22)
r9=0,22∙ 50,063=11,014
8-7
8 λ8= 1,146.
8 Δb8, (4)
Δb8=(0,11-0,0003∙66,052+0,35(1,146-1)-4∙10-5(800-420))∙66,052=8,328
8- F8, 2 (6)
F8=2 724,595∙1,257=3 424,816
8 d8,
d8=
F7, 2 (6)
F7=3 424,816∙1,146=3 924, 839
h7, (9)
h7=66,052-8,328=57,724
b7, (10)
8Δh8, (11)
Δh8=97,133-66,052=31,081
α 8 (12)
α 8= arcos (1- )=
α 3 max, - (13)
α 3 max=
, . 24,191 < 42,377.
a7 (14)
a7=
B7, δ=0,9 (15)
Bk7=
a7 (16)
a7=
s7, (17)
s7=0,15∙57,724=8,659
R7, (18)
R7=
(19)
7=1,19∙(1,8-
, .. 1,683 < 3,02.
7 .
s8, (20)
s8= 0,1∙66,052=6,605
r8, (21)
r8=0,08∙66,052=5,284
r7, (22)
r7=0,22∙ 60,339=13,275
6-5
6 λ6= 1,153.
6 Δb6, (4)
Δb6=(0,11-0,0003∙82,004+0,35(1,153-1)-4∙10-5(800-414))∙82,004=10,128
6- F6, 2 (6)
F6=3 924,839∙1,345=5 278,908
6 d6,
d6=
F5, 2 (6)
F5=5 278,908∙1,153=6 086,581
h5, (9)
h5=82,004-10,128=71,876
b5, (10)
6Δh6, (11)
Δh6=120,974-82,004=38,97
α 6 (12)
α 6= arcos (1- )=
α 3 max, - (13)
α 3 max=
, . 28,04 < 46,203.
a5 (14)
a5=
B5, δ=0,9 (15)
Bk5=
a5 (16)
a5=
s5, (17)
s5=0,15∙71,876=10,781
R5, (18)
R5=
(19)
5=1,19∙(1,8-
, .. 1,683 < 3,027.
5 .
s6, (20)
s6= 0,1∙82,004=8,2
r6, (21)
r6=0,08∙82,004=6,56
r5, (22)
r5=0,22∙75,159=16,535
4-3
4 λ4= 1,16.
4 Δb4, (4)
Δb4=(0,11-0,0003∙99,894+0,35(1,16-1)-4∙10-5(800-401))∙99,894=11,994
4- F4, 2 (6)
F4=6 086,581∙1,287=7 833,429
4 d4,
d4=
F3, 2 (6)
F3=7 833,429∙1,16=9 086,778
h3, (9)
h3=99,894-11,994=87,9
b3, (10)
4Δh4, (11)
Δh4=147,68-99,894=47,786
α 4 (12)
α 4= arcos (1- )=
α 3 max, - (13)
α 3 max=
, . 32,723 < 50,697.
a3 (14)
a3=
B3, δ=0,9 (15)
Bk3=
a3 (16)
a3=
s3, (17)
s3=0,15∙87,9=13,185
R3, (18)
R3=
(19)
3=1,19∙(1,8-
, .. 1,68 < 3,028.
3 .
s4, (20)
s4= 0,1∙99,894=9,989
r4, (21)
r4=0,08∙99,894=7,992
r3, (22)
r3=0,22∙91,654=20,164
2-1
2 λ2= 1,169.
2 Δb2, (4)
Δb2=(0,11-0,0003∙121,581+0,35(1,169-1)-4∙10-5(800-480))∙121,581=14,575
2- F2, 2 (6)
F2=9 086,778∙1,277=11 603,816
2 d2,
d2=
F1, 2 (6)
F1=11 603,816∙1,169=13 564,861
h1, (9)
h1=121,581-14,575=107,006
b1, (10)
2Δh2, (11)
Δh2=181,096-121,581=59,515
α 2 (12)
α 2= arcos (1- )=
α 3 max, - (13)
α 3 max=
, . 33,493 < 56,123.
a1 (14)
a1=
B1, δ=0,9 (15)
Bk1=
a1 (16)
a1=
s1, (17)
s1=0,15∙107,006=16,051
R1, (18)
R1=
(19)
1=1,19∙(1,8-
, .. 1,692 < 3,047.
1 .
s2, (20)
s2= 0,1∙121,581=12,158
r2, (21)
r2=0,08∙121,581=9,726
r, (22)
r1=0,22∙112,882=24,834
( 3).
3
F, 2 | d, | Δh, | b, | h, | Δb, | Dk, | r, | s, | v, / | λ | |
13 564,86 | - | - | 181,10 | 107,01 | - | - | - | 0,316 | 1,350 | ||
11 603,82 | 121,58 | 59,52 | - | - | 14,58 | 9,726 | 12,158 | 0,449 | 1,169 | ||
9 086,78 | - | - | 147,68 | 87,90 | - | - | - | 0,574 | 1,277 | ||
7 833,43 | 99,89 | 47,79 | - | - | 11,99 | 7,992 | 9,989 | 0,734 | 1,160 | ||
6 086,58 | - | - | 120,97 | 71,88 | - | - | - | 0,945 | 1,287 | ||
5 278,91 | 82,00 | 38,97 | - | - | 10,13 | 414,00 | 6,560 | 8,200 | 1,228 | 1,153 | |
3 924,84 | - | - | 97,13 | 57,72 | - | 431,00 | - | - | 1,652 | 1,345 | |
3 424,82 | 66,05 | 31,08 | - | - | 8,33 | 420,00 | 5,284 | 6,605 | 2,094 | 1,146 | |
2 724,60 | - | - | 80,77 | 48,19 | - | 378,00 | - | - | 2,632 | 1,257 | |
2 385,81 | 55,13 | 25,65 | - | - | 6,94 | 369,00 | 4,410 | 5,513 | 3,123 | 1,142 | |
1 901,04 | - | - | 67,45 | 40,26 | - | 379,00 | - | - | 3,920 | 1,255 | |
1 670,51 | 46,13 | 21,32 | - | - | 5,87 | 368,00 | 3,690 | 4,613 | 4,785 | 1,138 | |
1 431,46 | - | - | 58,43 | 34,99 | - | 329,00 | - | - | 5,583 | 1,167 | |
1 260,09 | 40,07 | 18,37 | - | - | 5,07 | 323,00 | 3,205 | 4,007 | 7,369 | 1,136 | |
1 134,19 | - | - | 52,01 | 31,15 | - | 331,00 | - | - | 8,188 | 1,111 | |
1 000,17 | 35,70 | 16,32 | - | - | 4,54 | 327,00 | 2,856 | 3,570 | 10,680 | 1,134 | |
811,83 | - | - | 43,79 | 26,48 | - | 221,00 | - | - | 13,531 | 1,232 | |
717,16 | 30,23 | 13,57 | - | - | 3,74 | 218,00 | 2,418 | 3,023 | 16,449 | 1,132 | |
572,36 | - | - | 36,66 | 22,30 | - | 152,70 | - | - | 20,080 | 1,253 | |
506,51 | 25,40 | 11,26 | - | - | 3,10 | 152,70 | 2,032 | 2,540 | 20,080 | 1,130 | |
404,24 | - | - | 30,83 | 18,73 | - | 152,70 | - | - | 20,080 | 1,253 | |
358,05 | 21,36 | 9,47 | - | - | 2,62 | 152,70 | 1,709 | 2,136 | 20,080 | 1,129 | |
285,75 | - | - | 25,90 | 15,76 | - | 152,70 | - | - | 20,080 | 1,253 | |
253,55 | 17,97 | 7,93 | - | - | 2,21 | 149,80 | 1,438 | 1,797 | 24,434 | 1,127 | |
224,98 | 16,93 | - | - | - | 2,14 | 221,61 | 1,354 | 1,693 | 28,170 | 1,127 | |
199,81 | 15,95 | - | - | - | 2,01 | 221,61 | 1,276 | 1,595 | 28,170 | 1,126 |