В 13737-90
ГОСТ Р 56031-2014
В 13618-97
В 13616-97
ГОСТ 29296-92
В 18351-73
В 13624-90
В 13622-91
ГОСТ Р 50077-92
В 21990-76
В 13737-90
В 17575-90
В 29303-92
ГОСТ Р 50067-92
В 22635-77
В 13623-90
В 13621-90
В 13620-90
В 13738-91
ГОСТ Р 50066-92
В 19657-84
В 13737−90 пресовани Профили правоъгълни равнополочного уголкового сечение от алуминий и магниевых сплави. Сортамент
В 13737−90
Група В52
ДЪРЖАВЕН СТАНДАРТ СЪЮЗА НА ССР
ПРОФИЛИ ПРЕСОВАНИ ПРАВОЪГЪЛНИ
РАВНОПОЛОЧНОГО УГОЛКОВОГО СЕЧЕНИЕ
ОТ АЛУМИНИЕВИ И МАГНИЕВЫХ ДЖАНТИ
Сортамент
Extruded rectangular equishelf angle-section shapes
of aluminium and magnesium alloys. Dimension
BCR 18 1142
Дата на въвеждане 1992−01−01
ИНФОРМАЦИОННИ ДАННИ
1. РАЗРАБОТЕНА И ВЪВЕДЕНА от Министерството на авиационната промишленост на СССР
РАЗРАБОТЧИЦИТЕ
2. ОДОБРЕНИ И ВЪВЕДЕНИ В ДЕЙСТВИЕ на Постановление на Държавния комитет на СССР за управление на качеството на производството и стандартите
3. В ЗАМЯНА
4. Периодичността на проверка — 5 години
5. РЕФЕРЕНТНИТЕ РЕГУЛАТОРНИ И ТЕХНИЧЕСКИ ДОКУМЕНТИ
| Наименование NTD, в който дадена връзка |
Брой точки |
| В 8617−81 |
1 |
Този стандарт определя сортамент пресовани правоъгълни профили равнополочного уголкового сечение от алуминий, алуминиеви и магниевых джанти, изготовляемых по метода на горещо пресоване.
1. Стаи профили и размери трябва да отговарят на тези в рисунката и в българия.1.
Таблица 1
| Брой профил |
Площ на напречното сечение, |
Диаметърът на описаната окруж- ността, мм |
Теоретична маса 1 м от профила, кг | ||||||
| мм |
Алюми- ниевый сплав |
От магнезиева сплав | |||||||
| 410001 |
10 |
1,6 |
1,8 |
1,0 |
1,0 |
0,309 |
14 |
0,088 |
0,056 |
| 410002 |
10 |
2,0 |
2,0 |
2,0 |
- |
0,369 |
14 |
0,105 |
0,066 |
| 410003 |
12 |
1,0 |
1,0 |
1,5 |
0,5 |
0,234 |
17 |
0,067 |
0,042 |
| 410004 |
12 |
1,3 |
1,3 |
1,5 |
0,6 |
0,298 |
17 |
0,085 |
0,054 |
| 410005 |
12 |
1,5 |
2,0 |
2,0 |
0,7 |
0,396 |
17 |
0,113 |
0,071 |
| 410006 |
12 |
1,6 |
1,6 |
1,0 |
- |
0,361 |
17 |
0,103 |
0,065 |
| 410007 |
12,5 |
1,6 |
1,6 |
1,0 |
0,8 |
0,377 |
18 |
0,107 |
0,068 |
| 410009 |
13 |
1,6 |
1,6 |
- |
- |
0,390 |
18 |
0,111 |
0,070 |
| 410010 |
14 |
1,0 |
1,0 |
1,0 |
1,0 |
0,268 |
20 |
0,076 |
0,048 |
| 410011 |
15 |
1,0 |
1,0 |
1,5 |
1,5 |
0,294 |
21 |
0,084 |
0,053 |
| 410012 |
15 |
1,2 |
1,2 |
2,0 |
0,6 |
0,353 |
21 |
0,101 |
0,064 |
| 410013 |
15 |
1,5 |
1,5 |
2,0 |
0,7 |
0,434 |
21 |
0,124 |
0,078 |
| 410014 |
15 |
1,5 |
2,0 |
2,0 |
0,7 |
0,501 |
Двадесет и едно |
0,143 |
0,090 |
| 410018 |
15 |
2,0 |
2,0 |
2,0 |
1,0 |
0,564 |
21 |
0,161 |
0,102 |
| 410019 |
15 |
2,5 |
3,0 |
3,0 |
1,2 |
0,763 |
21 |
0,217 |
0,137 |
| 410020 |
15 |
3,0 |
3,0 |
1,5 |
3,0 |
0,776 |
21 |
0,221 |
0,140 |
| 410021 |
15 |
3,0 |
3,0 |
3,0 |
1,5 |
0,820 |
21 |
0,234 |
0,148 |
| 410022 |
16 |
1,6 |
1,6 |
1,6 |
- |
0,492 |
23 |
0,140 |
0,089 |
| 410023 |
16 |
2,4 |
2,4 |
3,2 |
1,2 |
0,726 |
23 |
0,207 |
0,131 |
| 410024 |
17 |
5,0 |
6,0 |
1,0 |
1,0 |
1,568 |
24 |
0,447 |
0,282 |
| 410025 |
18 |
1,5 |
1,5 |
2,0 |
0,7 |
0,524 |
25 |
0,149 |
0,094 |
| 410026 |
18 |
2,0 |
2,0 |
2,0 |
1,0 |
0,684 |
25 |
0,195 |
0,123 |
| 410033 |
18 |
2,0 |
3,0 |
2,0 |
- |
0,849 |
25 |
0,242 |
0,153 |
| 410027 |
19 |
1,2 |
1,2 |
2,0 |
0,6 |
0,449 |
27 |
0,128 |
0,081 |
| 410028 |
19 |
1,6 |
1,6 |
1,6 |
1,8 |
0,574 |
27 |
0,164 |
0,103 |
| 410029 |
19 |
1,6 |
1,6 |
1,6 |
0,8 |
0,585 |
27 |
0,167 |
0,105 |
| 410030 |
19 |
2,4 |
2,4 |
2,4 |
1,2 |
0,861 |
27 |
0,245 |
0,155 |
| 410031 |
19 |
3,0 |
3,0 |
1,0 |
1,5 |
1,042 |
27 |
0,297 |
0,188 |
| 410032 |
19 |
3,2 |
3,2 |
3,2 |
1,6 |
1,125 |
27 |
0,321 |
0,202 |
| 410033 |
19 |
3,5 |
6,5 |
- |
- |
1,673 |
27 |
0,477 |
0,301 |
| 410035 |
20 |
1,0 |
1,0 |
2,0 |
0,5 |
0,398 |
28 |
0,113 |
0,072 |
| 410036 |
20 |
1,2 |
1,2 |
2,0 |
0,6 |
0,473 |
28 |
0,135 |
0,085 |
| 410038 |
20 |
1,5 |
1,5 |
2,0 |
0,7 |
0,584 |
28 |
0,166 |
0,105 |
| 410039 |
20 |
2,0 |
2,0 |
- |
- |
0,760 |
28 |
0,217 |
0,137 |
| 410040 |
20 |
2,0 |
2,0 |
2,0 |
1,0 |
0,764 |
28 |
0,218 |
0,138 |
| 410041 |
20 |
2,5 |
2,5 |
2,0 |
1,2 |
0,940 |
28 |
0,268 |
0,169 |
| 410042 |
20 |
3,0 |
3,0 |
- |
- |
1,110 |
28 |
0,316 |
0,200 |
| 410043 |
20 |
3,0 |
3,0 |
3,0 |
1,5 |
1,120 |
28 |
0,319 |
0,202 |
| 410045 |
20 |
4,0 |
4,0 |
4,0 |
- |
1,474 |
28 |
0,420 |
0,265 |
| 410046 |
20,5 |
1,6 |
1,6 |
1,5 |
0,7 |
0,633 |
29 |
0,180 |
0,114 |
| 410048 |
25 |
1,2 |
1,2 |
2,5 |
0,6 |
0,597 |
35 |
0,170 |
0,107 |
| 410049 |
25 |
1,5 |
1,5 |
2,0 |
0,7 |
0,734 |
35 |
0,209 |
0,132 |
| 410050 |
25 |
1,5 |
3,0 |
1,5 |
1,2 |
1,079 |
35 |
0,307 |
0,194 |
| 410051 |
25 |
1,6 |
1,6 |
1,6 |
0,8 |
0,777 |
35 |
0,221 |
0,140 |
| 410234 |
25 |
2,0 |
2,5 |
2,0 |
- |
1,084 |
35 |
0,309 |
0,195 |
| 410053 |
25 |
2,0 |
2,0 |
2,0 |
1,0 |
0,964 |
35 |
0,275 |
0,174 |
| 410054 |
25 |
2,0 |
4,0 |
2,0 |
2,0 |
1,411 |
35 |
0,402 |
0,254 |
| 410055 |
25 |
2,0 |
5,0 |
3,0 |
1,2 |
1,663 |
35 |
0,474 |
0,299 |
| 410056 |
25 |
2,4 |
2,4 |
3,2 |
1,2 |
1,158 |
35 |
0,330 |
0,208 |
| 410057 |
25 |
2,5 |
2,5 |
- |
- |
1,188 |
35 |
0,338 |
0,214 |
| 410058 |
25 |
2,5 |
2,5 |
2,0 |
1,2 |
1,190 |
35 |
0,339 |
0,214 |
| 410059 |
25 |
3,0 |
3,0 |
3,2 |
1,5 |
1,422 |
35 |
0,405 |
0,256 |
| 410060 |
25 |
3,0 |
3,0 |
2,0 |
0,5 |
1,418 |
35 |
0,404 |
0,255 |
| 410061 |
25 |
3,0 |
4,0 |
4,0 |
0,5 |
1,663 |
35 |
0,474 |
0,298 |
| 410062 |
25 |
3,2 |
3,2 |
3,2 |
1,6 |
1,509 |
35 |
0,430 |
0,271 |
| 410063 |
25 |
3,5 |
3,0 |
4,0 |
- |
1,554 |
35 |
0,443 |
0,280 |
| 410064 |
25 |
3,5 |
3,5 |
3,0 |
- |
1,647 |
35 |
0,469 |
0,296 |
| 410065 |
25 |
4,0 |
4,0 |
4,0 |
2,0 |
1,857 |
35 |
0,529 |
0,334 |
| 410236 |
25 |
4,0 |
11,0 |
4,0 |
2,0 |
3,327 |
35 |
0,948 |
0,599 |
| 410066 |
25 |
4,8 |
4,8 |
3,0 |
2,4 |
2,164 |
35 |
0,617 |
0,390 |
| 410068 |
25 |
5,0 |
5,0 |
3,0 |
2,5 |
2,242 |
35 |
0,639 |
0,404 |
| 410069 |
25 |
5,0 |
5,0 |
5,0 |
2,5 |
2,277 |
35 |
0,649 |
0,405 |
| 410070 |
26 |
3,0 |
5,0 |
4,0 |
- |
1,964 |
37 |
0,560 |
0,354 |
| 410071 |
26,5 |
3,0 |
3,0 |
3,0 |
- |
1,519 |
38 |
0,433 |
0,273 |
| 410072 |
27 |
2,0 |
2,0 |
2,0 |
- |
1,049 |
38 |
0,299 |
0,189 |
| 410074 |
28 |
3,0 |
6,0 |
5,0 |
- |
2,394 |
40 |
0,682 |
0,431 |
| 410075 |
30 |
1,5 |
1,5 |
2,0 |
0,7 |
0,884 |
42 |
0,252 |
0,159 |
| 410076 |
30 |
1,5 |
2,0 |
0,5 |
1,0 |
1,016 |
42 |
0,290 |
0,183 |
| 410077 |
30 |
1,5 |
3,0 |
3,0 |
- |
1,324 |
43 |
0,377 |
0,238 |
| 410078 |
30 |
2,0 |
2,0 |
2,0 |
1,0 |
1,304 |
42 |
0,372 |
0,235 |
| 410238 |
30 |
1,8 |
2,0 |
2,5 |
- |
1,117 |
43 |
0,318 |
0,201 |
| 410079 |
30 |
2,0 |
3,0 |
2,0 |
1,5 |
1,439 |
43 |
0,410 |
0,259 |
| 410080 |
30 |
2,5 |
2,5 |
2,5 |
1,5 |
1,441 |
42 |
0,410 |
0,259 |
| 410081 |
30 |
3,0 |
3,0 |
3,0 |
1,5 |
1,720 |
42 |
0,490 |
0,310 |
| 410082 |
30 |
3,0 |
4,0 |
4,0 |
1,5 |
2,006 |
43 |
0,572 |
0,361 |
| 410083 |
30 |
3,5 |
6,5 |
3,0 |
- |
2,792 |
43 |
0,796 |
0,503 |
| 410084 |
30 |
4,0 |
4,0 |
3,0 |
0,5 |
2,258 |
42 |
0,644 |
0,406 |
| 410085 |
30 |
5,0 |
5,0 |
2,0 |
- |
2,759 |
42 |
0,786 |
0,497 |
| 410240 |
30 |
3,0 |
5,0 |
3,0 |
1,5 |
2,260 |
43 |
0,644 |
0,405 |
| 410243 |
30 |
4,5 |
6,5 |
4,0 |
0,5 |
3,041 |
43 |
0,867 |
0,547 |
| 410086 |
30 |
5,0 |
5,0 |
4,0 |
2,0 |
2,767 |
43 |
0,789 |
0,498 |
| 410087 |
30 |
5,0 |
10,0 |
3,0 |
- |
4,019 |
43 |
1,146 |
0,723 |
| 410088 |
30 |
5,0 |
15,0 |
3,0 |
- |
5,269 |
43 |
1,502 |
0,948 |
| 410241 |
30 |
8,0 |
4,0 |
3,0 |
0,5 |
3,298 |
45 |
0,940 |
0,594 |
| 410089 |
32 |
2,4 |
2,4 |
3,2 |
1,2 |
1,494 |
43 |
0,426 |
0,269 |
| 410090 |
32 |
3,2 |
3,2 |
3,2 |
1,6 |
До 1,957 |
45 |
0,558 |
0,352 |
| 410091 |
32 |
3,5 |
3,5 |
3,5 |
1,7 |
2,131 |
45 |
0,607 |
0,384 |
| 410242 |
32 |
3,7 |
3,7 |
2,5 |
2,0 |
2,227 |
45 |
0,635 |
0,401 |
| 410093 |
32 |
6,5 |
6,5 |
4,0 |
3,2 |
3,728 |
45 |
1,062 |
0,671 |
| 410094 |
33 |
2,0 |
2,0 |
2,0 |
1,0 |
1,284 |
47 |
0,366 |
0,231 |
| 410095 |
35 |
3,0 |
3,0 |
1,5 |
1,5 |
2,005 |
50 |
0,571 |
0,360 |
| 410096 |
35 |
3,0 |
3,0 |
3,0 |
1,5 |
2,020 |
49 |
0,576 |
0,364 |
| 410098 |
35 |
3,5 |
5,0 |
3,0 |
- |
2,819 |
50 |
0,804 |
0,507 |
| 410099 |
35 |
3,5 |
6,5 |
3,0 |
- |
3,292 |
50 |
0,938 |
0,593 |
| 410100 |
35 |
4,0 |
4,0 |
2,0 |
2,0 |
2,631 |
49 |
0,750 |
0,474 |
| 410101 |
35 |
4,0 |
5,0 |
4,0 |
- |
2,984 |
50 |
0,851 |
0,537 |
| 410102 |
38 |
2,4 |
2,4 |
2,4 |
1,2 |
1,773 |
54 |
0,505 |
0,319 |
| 410103 |
38 |
3,2 |
3,2 |
4,5 |
1,6 |
2,362 |
53 |
0,673 |
0,425 |
| 410104 |
38 |
3,5 |
3,5 |
2,5 |
1,5 |
2,541 |
54 |
0,724 |
0,457 |
| 410105 |
38 |
4,8 |
4,8 |
3,2 |
2,0 |
3,422 |
53 |
0,975 |
0,616 |
| 410106 |
38 |
5,0 |
5,0 |
4,0 |
2,5 |
3,558 |
54 |
1,014 |
0,640 |
| 410108 |
38,3 |
3,5 |
3,5 |
2,5 |
1,5 |
2,541 |
54 |
0,724 |
0,457 |
| 410109 |
38,3 |
5,0 |
5,0 |
4,0 |
2,5 |
3,558 |
54 |
1,014 |
0,640 |
| 410110 |
38,3 |
6,3 |
6,3 |
5,0 |
3,0 |
4,406 |
54 |
1,256 |
0,793 |
| 410112 |
40 |
2,0 |
2,0 |
2,0 |
1,0 |
1,564 |
57 |
0,446 |
0,282 |
| 410113 |
40 |
2,5 |
2,5 |
2,5 |
1,2 |
1,945 |
57 |
0,554 |
0,350 |
| 410245 |
40 |
2,0 |
6,0 |
5,0 |
- |
3,134 |
57 |
0,893 |
0,564 |
| 410115 |
40 |
2,5 |
5,0 |
3,5 |
- |
2,901 |
57 |
0,827 |
0,522 |
| 410116 |
40 |
2,5 |
9,0 |
3,0 |
1,0 |
4,390 |
57 |
1,251 |
0,790 |
| 410117 |
40 |
3,0 |
3,0 |
3,0 |
1,5 |
2,320 |
57 |
0,661 |
0,418 |
| 410118 |
40 |
3,5 |
3,5 |
3,0 |
1,7 |
2,684 |
57 |
0,765 |
0,483 |
| 410119 |
40 |
3,5 |
3,5 |
3,5 |
1,5 |
2,694 |
57 |
0,767 |
0,485 |
| 410120 |
40 |
4,0 |
4,0 |
3,0 |
1,5 |
3,050 |
57 |
0,869 |
0,549 |
| 410121 |
40 |
4,0 |
4,0 |
4,0 |
2,0 |
3,057 |
57 |
0,871 |
0,550 |
| 410122 |
40 |
4,0 |
5,0 |
5,0 |
0,5 |
3,453 |
57 |
0,984 |
0,621 |
| 410123 |
40 |
5,0 |
5,0 |
5,0 |
2,5 |
3,777 |
57 |
1,076 |
0,680 |
| 410124 |
40 |
5,0 |
9,0 |
3,0 |
3,0 |
5,131 |
57 |
1,462 |
0,924 |
| 410246 |
41,5 |
8,6 |
8,6 |
6,0 |
1,0 |
6,491 |
58 |
1,850 |
1,168 |
| 410125 |
45 |
2,5 |
2,5 |
2,5 |
- |
2,200 |
64 |
0,627 |
0,365 |
| 410126 |
45 |
3,0 |
3,0 |
3,0 |
1,5 |
2,620 |
64 |
0,747 |
0,472 |
| 410127 |
45 |
3,0 |
5,0 |
5,0 |
1,5 |
3,494 |
64 |
0,996 |
0,629 |
| 410128 |
45 |
4,0 |
4,0 |
4,0 |
2,0 |
3,457 |
64 |
0,985 |
0,622 |
| 410129 |
45 |
4,0 |
4,0 |
5,0 |
1,7 |
3,481 |
64 |
0,992 |
0,627 |
| 410130 |
45 |
4,0 |
10,0 |
6,0 |
- |
5,977 |
64 |
1,704 |
1,076 |
| 410131 |
45 |
4,0 |
11,0 |
4,0 |
- |
6,344 |
64 |
1,808 |
1,142 |
| 410132 |
45 |
4,0 |
12,0 |
3,0 |
2,0 |
6,722 |
64 |
1,916 |
1,210 |
| 410133 |
45 |
5,0 |
5,0 |
5,0 |
2,5 |
4,277 |
64 |
1,219 |
0,770 |
| 410134 |
45 |
6,0 |
6,0 |
4,0 |
0,5 |
5,073 |
64 |
1,446 |
0,913 |
| 410135 |
45 |
7,0 |
7,0 |
6,0 |
2,0 |
5,870 |
64 |
1,673 |
1,057 |
| 410247 |
45 |
8,0 |
10,0 |
6,0 |
- |
7,377 |
64 |
2,103 |
1,328 |
| 410136 |
50 |
3,0 |
3,0 |
3,0 |
1,5 |
2,920 |
71 |
0,832 |
0,526 |
| 410137 |
50 |
4,0 |
4,0 |
4,0 |
2,0 |
3,857 |
71 |
1,099 |
0,694 |
| 410138 |
50 |
4,0 |
5,0 |
5,0 |
- |
4,246 |
71 |
1,210 |
0,764 |
| 410139 |
50 |
4,0 |
8,0 |
5,0 |
0,5 |
5,733 |
71 |
1,634 |
1,032 |
| 410140 |
50 |
4,0 |
11,0 |
5,0 |
0,5 |
7,113 |
71 |
2,027 |
И 1280 |
| 410141 |
50 |
4,0 |
18,0 |
5,0 |
- |
10,334 |
71 |
2,945 |
1,860 |
| 410142 |
50 |
4,5 |
4,5 |
9,0 |
1,5 |
4,462 |
71 |
1,272 |
0,803 |
| 410143 |
50 |
4,8 |
4,8 |
3,2 |
2,0 |
4,574 |
71 |
1,304 |
0,823 |
| 410144 |
50 |
5,0 |
5,0 |
5,0 |
2,5 |
4,777 |
71 |
1,361 |
0,860 |
| 410145 |
50 |
5,0 |
5,0 |
7,0 |
3,5 |
4,803 |
71 |
1,369 |
0,864 |
| 410146 |
50 |
5,0 |
5,0 |
7,0 |
6,0 |
4,701 |
71 |
1,340 |
0,846 |
| 410147 |
50 |
5,0 |
7,0 |
5,0 |
- |
5,704 |
71 |
1,626 |
1,027 |
| 410148 |
50 |
6,0 |
6,0 |
5,0 |
3,0 |
5,655 |
71 |
1,611 |
1,018 |
| 410150 |
50 |
6,0 |
9,0 |
4,0 |
0,5 |
6,993 |
71 |
1,993 |
1,259 |
| 410151 |
50 |
6,5 |
6,5 |
6,0 |
3,2 |
6,111 |
71 |
1,742 |
1,100 |
| 410152 |
50 |
7,0 |
7,0 |
4,0 |
2,0 |
6,527 |
71 |
1,860 |
1,175 |
| 410154 |
55 |
2,5 |
2,5 |
3,0 |
- |
2,707 |
78 |
0,771 |
0,487 |
| 410156 |
56 |
4,0 |
5,0 |
3,5 |
0,2 |
4,866 |
80 |
1,387 |
0,876 |
| 410157 |
56 |
5,0 |
6,0 |
3,5 |
- |
5,886 |
80 |
1,678 |
1,060 |
| 410158 |
60 |
3,0 |
3,0 |
5,0 |
2,5 |
3,537 |
85 |
1,008 |
0,637 |
| 410160 |
60 |
5,0 |
5,0 |
5,0 |
2,5 |
5,777 |
85 |
1,646 |
1,040 |
| 410161 |
60 |
6,0 |
6,0 |
3,0 |
2,5 |
6,832 |
85 |
1,947 |
1,230 |
| 410162 |
60 |
6,0 |
6,0 |
5,0 |
3,0 |
6,855 |
85 |
1,954 |
1,234 |
| 410163 |
60 |
8,0 |
8,0 |
6,0 |
4,0 |
8,969 |
85 |
2,556 |
1,614 |
| 410164 |
60 |
10,0 |
12,0 |
4,0 |
1,0 |
12,030 |
85 |
3,429 |
2,165 |
| 410165 |
60 |
10,0 |
12,0 |
5,0 |
0,5 |
12,053 |
85 |
3,435 |
2,169 |
| 410166 |
60 |
20,0 |
20,0 |
2,0 |
2,0 |
19,991 |
85 |
5,698 |
3,598 |
| 410248 |
60 |
19,0 |
19,0 |
5,0 |
2,0 |
19,226 |
85 |
5,480 |
3,461 |
| 410167 |
63 |
5,0 |
5,0 |
10,0 |
0,6 |
6,263 |
89 |
1,785 |
1,127 |
| 410168 |
63 |
6,0 |
6,0 |
7,0 |
2,5 |
7,278 |
89 |
2,074 |
1,310 |
| 410170 |
65 |
10,0 |
10,0 |
5,0 |
5,0 |
11,946 |
92 |
3,404 |
2,150 |
| 410173 |
70 |
5,0 |
5,0 |
5,0 |
2,5 |
6,777 |
99 |
1,931 |
1,220 |
| 410174 |
70 |
6,0 |
16,0 |
10,0 |
- |
14,655 |
99 |
4,177 |
2,638 |
| 410175 |
70 |
7,0 |
7,0 |
8,0 |
1,0 |
9,443 |
99 |
2,691 |
1,700 |
| 410176 |
70 |
7,0 |
8,0 |
6,0 |
- |
9,923 |
99 |
2,828 |
1,786 |
| 410177 |
70 |
8,0 |
8,0 |
6,0 |
3,0 |
10,599 |
99 |
3,021 |
1,908 |
| 410178 |
70 |
10,0 |
10,0 |
6,0 |
0,5 |
13,076 |
99 |
3,726 |
2,354 |
| 410249 |
70 |
18,0 |
18,0 |
3,0 |
0,5 |
21,978 |
99 |
6,264 |
3,956 |
| 410180 |
70 |
15,0 |
15,0 |
6,0 |
2,0 |
19,810 |
99 |
5,361 |
3,386 |
| 410181 |
70 |
18,0 |
18,0 |
8,0 |
5,0 |
21,990 |
99 |
6,267 |
3,958 |
| 410183 |
72 |
19,0 |
19,0 |
0,5 |
2,0 |
23,733 |
102 |
6,764 |
4,272 |
| 410184 |
75 |
4,0 |
4,0 |
4,0 |
0,5 |
5,873 |
106 |
1,674 |
1,057 |
| 410250 |
75 |
5,0 |
5,0 |
5,0 |
0,3 |
7,303 |
108 |
2,081 |
1,315 |
| 410185 |
75 |
8,0 |
8,0 |
5,0 |
4,0 |
11,345 |
106 |
3,233 |
2,042 |
| 410186 |
75 |
8,0 |
8,0 |
8,0 |
3,0 |
11,459 |
108 |
3,266 |
2,063 |
| 410187 |
75 |
10,0 |
10,0 |
5,0 |
5,0 |
13,946 |
106 |
3,975 |
2,510 |
| 410188 |
75 |
16,0 |
16,0 |
8,0 |
4,0 |
21,509 |
106 |
6,130 |
3,872 |
| 410189 |
75 |
22,0 |
22,0 |
2,0 |
2,0 |
28,151 |
106 |
8,023 |
5,067 |
| 410190 |
80 |
6,0 |
6,0 |
5,0 |
3,0 |
9,255 |
113 |
2,637 |
1,666 |
| 410191 |
80 |
6,0 |
20,0 |
6,0 |
3,0 |
19,639 |
114 |
5,597 |
3,535 |
| 410192 |
80 |
7,0 |
7,0 |
8,0 |
4,0 |
10,779 |
113 |
3,072 |
1,940 |
| 410193 |
70 |
8,0 |
8,0 |
8,0 |
4,5 |
12,210 |
113 |
3,480 |
2,198 |
| 410194 |
80 |
8,0 |
8,0 |
9,0 |
3,0 |
12,295 |
114 |
3,504 |
2,213 |
| 410195 |
80 |
9,0 |
9,0 |
8,0 |
4,0 |
13,659 |
113 |
3,893 |
2,459 |
| 410251 |
80 |
10,0 |
10,0 |
5,0 |
1,0 |
15,049 |
114 |
3,289 |
2,709 |
| 410196 |
85 |
3,0 |
3,0 |
5,0 |
2,0 |
5,046 |
120 |
1,438 |
0,908 |
| 410197 |
85 |
28,0 |
28,0 |
1,0 |
1,0 |
39,758 |
121 |
11,331 |
7,156 |
| 410198 |
85 |
30,0 |
30,0 |
1,0 |
1,0 |
42,000 |
120 |
11,970 |
7,560 |
| 410199 |
90 |
6,0 |
6,0 |
12,0 |
1,5 |
10,739 |
127 |
3,060 |
1,933 |
| 410200 |
90 |
8,0 |
8,0 |
10,0 |
3,3 |
13,928 |
127 |
3,969 |
2,507 |
| 410201 |
90 |
9,0 |
9,0 |
10,0 |
4,5 |
15,518 |
127 |
4,422 |
2,793 |
| 410202 |
90 |
10,0 |
10,0 |
5,0 |
2,0 |
17,036 |
127 |
4,855 |
3,067 |
| 410203 |
95 |
20,0 |
30,0 |
10,0 |
3,0 |
41,676 |
135 |
11,878 |
7,502 |
| 410204 |
100 |
6,0 |
6,0 |
4,0 |
- |
11,674 |
141 |
3,327 |
2,101 |
| 410205 |
100 |
8,0 |
8,0 |
10,0 |
5,0 |
15,467 |
145 |
4,408 |
2,784 |
| 410206 |
100 |
8,0 |
8,0 |
5,0 |
- |
15,414 |
141 |
4,393 |
2,774 |
| 410207 |
100 |
10,0 |
10,0 |
6,0 |
4,0 |
19,009 |
145 |
5,417 |
3,422 |
| 410208 |
100 |
10,0 |
10,0 |
12,5 |
6,2 |
19,170 |
141 |
5,464 |
3,451 |
| 410209 |
100 |
12,0 |
12,0 |
10,0 |
5,0 |
22,667 |
145 |
6,460 |
4,080 |
| 410210 |
100 |
12,0 |
12,0 |
12,0 |
6,0 |
22,715 |
145 |
6,474 |
4,089 |
| 410211 |
109 |
42,0 |
42,0 |
5,0 |
3,0 |
73,935 |
151 |
21,071 |
13,308 |
| 410212 |
110 |
8,0 |
8,0 |
5,0 |
- |
17,014 |
156 |
4,849 |
3,062 |
| 410213 |
120 |
10,0 |
10,0 |
13,0 |
6,5 |
23,181 |
170 |
6,607 |
4,173 |
| 410214 |
120 |
14,0 |
14,0 |
8,0 |
5,0 |
31,670 |
170 |
9,026 |
5,701 |
| 410215 |
120 |
18,5 |
3,0 |
3,0 |
3,0 |
40,958 |
168 |
11,673 |
7,372 |
| 410217 |
120 |
31,5 |
31,5 |
3,0 |
2,0 |
65,680 |
172 |
18,719 |
11,822 |
| 410219 |
125 |
7,0 |
8,0 |
5,0 |
4,0 |
18,175 |
176 |
5,180 |
3,271 |
| 410222 |
140 |
10,0 |
10,0 |
20,0 |
1,2 |
27,852 |
198 |
7,938 |
5,013 |
| 410223 |
140 |
10,0 |
14,0 |
10,0 |
5,0 |
32,307 |
198 |
9,208 |
5,815 |
| 410224 |
140 |
19,5 |
19,5 |
2,0 |
2,0 |
50,789 |
198 |
14,475 |
9,142 |
| 410225 |
140 |
20,0 |
20,0 |
3,0 |
2,0 |
52,002 |
198 |
14,821 |
9,360 |
| 410226 |
150 |
20,0 |
20,0 |
15,0 |
5,0 |
56,376 |
212 |
16,067 |
10,148 |
| 410227 |
150 |
43,0 |
43,0 |
3,0 |
2,0 |
110,512 |
212 |
31,496 |
19,892 |
| 410228 |
165 |
18,0 |
18,0 |
15,0 |
6,0 |
56,488 |
233 |
16,099 |
10,168 |
| 410229 |
180 |
19,0 |
19,0 |
- |
- |
64,790 |
254 |
18,465 |
11,662 |
| 410231 |
200 |
14,0 |
14,0 |
18,0 |
8,0 |
54,461 |
283 |
15,521 |
9,803 |
Бележки:
1. Стойностите на радиусите скругления () и радиуси на притъпяване на остри ръбове (
), не посочени в таблицата, трябва да отговарят на изискванията В чл. 8617.
2. Проекта притъпяване на остри ръбове (,
,
), трябва да отговарят на требованиямГОСТ 8617.
2. Теоретична маса 1 м профил от алуминиеви сплави изчислена по номинален размер при плътност от 2,85 г/см, което съответства на плътността на алуминиева сплав марка В95.
Теоретична маса 1 м профил от магниевых джанти изчислена по номинален размер при плътност 1,80 g/см, което съответства на плътността на магнезиева сплав марка МА14.
3. Переводные коефициенти за изчисляване на приблизителна теоретична маса 1 м профил от алуминий и магниевых сплави са дадени в приложение 1.
4. Съвпада с номера на профили на по-рано действащия обозначениям приведени в приложение 2.
ПРИЛОЖЕНИЕ 1 (референтен)
ПРИЛОЖЕНИЕ 1
Референтен
1. ПЕРЕВОДНЫЕ КОЕФИЦИЕНТИ ЗА ИЗЧИСЛЯВАНЕ НА ПРИБЛИЗИТЕЛНА
ТЕОРЕТИЧНА МАСА 1 м ПРОФИЛ ОТ АЛУМИНИЙ
И АЛУМИНИЕВИ СПЛАВИ
| Алуминий всички марки |
-0,950 | |
| Сплави, марки на АМц |
-0,958 | |
| АМцС |
-0,958 | |
| АМг2 |
-0,940 | |
| Амг3 |
— 0,937 | |
| АМг5 |
-0,930 | |
| Амг6 |
— 0,926 | |
| 1561 |
— 0,930 | |
| Д1 |
— 0,982 | |
| Д16. |
-0,976 | |
| Д16ч |
-0,976 | |
| Д19ч |
-0,968 | |
| Д20 |
— 0,996 | |
| AB |
-0,947 | |
| ВАД1 |
-0,968 | |
| До 48−2 |
-0,972 | |
| До 48−2пч |
— 0,972 | |
| АД31 |
-0,950 | |
| АД33 |
-0,951 | |
| АД35 |
-0,954 | |
| 1915 |
— 0,972 | |
| 1920 |
-0,954 | |
| 1925 |
— 0,972 | |
| 1935 |
-0,977 | |
| 1985пч |
-0,948 | |
| 1980 |
-0,968 | |
| ВД1 |
— 0,982 | |
| АВД1−1 |
— 0,982 | |
| AKM |
— 0,970 | |
| М40 |
-0,965 | |
| АК4 |
— 0,970 | |
| АК6 |
-0,962 | |
| АД31Е |
-0,950 | |
| АК4−1 |
-0,982 | |
| АК4−1з |
— 0,982 | |
| ВАД1 |
-0,968 | |
| ВД17 | -0,965 | |
2. ПЕРЕВОДНЫЕ КОЕФИЦИЕНТИ ЗА ИЗЧИСЛЯВАНЕ НА ПРИБЛИЗИТЕЛНА
ТЕОРЕТИЧНА МАСА 1 м ПРОФИЛ ОТ МАГНИЕВЫХ ДЖАНТИ
| Магнезий всички марки |
-1,000 | |
| Сплави, марки на МА1 |
— 0,978 | |
| МА2 |
-0,989 | |
| МА2−1 |
-0,990 | |
| МА2−1пч |
— 0,990 | |
| МА8 |
— 0,989 | |
| МА12 | — 0,989 | |
ПРИЛОЖЕНИЕ 2 (справка)
ПРИЛОЖЕНИЕ 2
Референтен
Таблица 2
| Брой профил |
Наименование на профила по каталог 1966 г. |
Наименование на профила на чертежи |
| 410001 |
N 50−1 |
PC 0577 |
| 410002 |
N 50−2 |
PC 1−30, PP 2−36 |
| 410003 |
N 50−4 |
ПР 100−1 |
| 410004 |
N 50−6 |
PC 1−41, PP 2−24 |
| 410005 |
N 50−8 |
ПР 101−1 |
| 410006 |
N 50−9 |
ПВ 777 |
| 410007 |
- |
ПР 100−24 |
| 410009 |
N 50−14 |
PC 1−24, PP 2−1 |
| 410010 |
N 50−16 |
PC 1−33, PP 2−44 |
| 410011 |
N 50−18 |
ПР 100−2 |
| 410012 |
N 50−20 |
ПР 100−51 |
| 410013 |
N 50−22 |
ПР 100−3 |
| 410014 |
- |
ПР 111−12, PC 1−39, PP 2−47 |
| PS 1−46 | ||
| 410018 |
N 50−26 |
ПР 100−4 |
| 410019 |
- |
101−2 ПР |
| Четиристотин и десет хиляди двадесет и |
- |
PC 1−40, ПВ 896, PP 2−23 |
| ПР 100−25 | ||
| 410021 |
N 50−32 |
ПР 100−52 |
| 410022 |
N 50−34 |
PC 1−34, ДР 100−26, ПАРАГРАФИ 2−8 |
| 410023 |
N 50−36 |
ПР 100−27, NP 212−37, PS 1−1 |
| 410024 |
- |
PC 14248 |
| 410025 |
N 50−38 |
ПР 100−53, NP 100−53А |
| 410026 |
N 50−40 |
PC 1−32, ДР 100−5, PP 2−45, С 63−5 |
| 410027 |
- |
PC 1−11, NP 212−24, PP 2−32, PS 1−20 |
| 410028 |
- |
ПР 100−28 |
| 410029 |
- |
PC 1−37, PP 2−19 |
| 410030 |
N 50−46 |
ПР 100−29, NP 212−31, PS 1−19 |
| 410031 |
N 50−48 |
PC 1−52, ПВ 1539, PS 1−37 |
| 410032 |
N 50−50 |
PC 100−30, NP 212−16, PS 1−22 |
| 410033 |
- |
PC 1−1, NP 146−1, PS 1−2, NOVEMBER 27 |
| 410035 |
N 50−56 |
ПР 100−54 |
| 410036 |
- |
ПР 100−55 |
| 410038 |
N 50−62 |
ПР 100−6, NP 100−6A |
| 410039 |
- |
NP 1404−1, PS 2−197 |
| 410040 |
- |
NP 660−1, ДР 100−7, NP 100−7А |
| ПВ 473−1 | ||
| 410041 |
- |
PC 16279 |
| 410042 |
- |
PC 0828 |
| 410043 |
N 50−68 |
PC 0450, PC 1−55 |
| 410045 |
N 50−70 |
С 63−4, PC 1−42 |
| 410046 |
- |
PC 1−36, ДР 100−31, PP 2−21 |
| 410048 |
N 50−74 |
PC 1−12, ПВ 902, PP 2−26, PS 1−21, NP 212−20 |
| 410049 |
N 50−76 |
ПР 100−8, NP 100−8А |
| 410050 |
- |
С 1142−1 |
| 410051 |
- |
PC 1−38, ДР 100−32, PP 2−21 |
| 410052 |
- |
С 1875, PC 17897 |
| 410053 |
N 50−80 |
ПР 100−9, ПВ 473−2, PC 100−1, PS 19−1, NP 100−9А |
| Четиристотин и десет хиляди и петдесет и четири |
- |
PC 0493 |
| 410055 |
- |
PC 12903 |
| 410056 |
N 50−84 |
ПР 100−33, NP 212−13, PP 2−15, PS 1−23 |
| 410057 |
- |
NP 1540, PS 1−45 |
| 410058 |
N 50−88 |
PC 19899, ПВ 663, ДР 100−19, NP 100−19А |
| 410059 |
- |
PC 4302, PC 0304−2 |
| 410060 |
- |
PC 0673 |
| 410061 |
- |
КОМПЮТРИ 2−196А, PC 2−196, С 173−3 |
| 410062 |
N 50−94 |
Т.Н 100−34А, ПВ 473−7, С 445 |
| Т.Н 100−34А, NP 212−2, PS 1−12 | ||
| 410063 |
- |
PC 16292 |
| 410064 |
N 50−96 |
С 63−1, PC 2−127 |
| 410065 |
N 50−98 |
ПР 100−35 |
| 410066 |
- |
NP 212−15, PS СУ 1−13 |
| 410068 |
N 50−102 |
ПР 100−56 |
| 410069 |
- |
БК 8 |
| 410070 |
- |
PC 2−79, ПС2−115 |
| 410071 |
- |
PC 1−100 |
| 410072 |
N 50−110 |
PC 1−43, С 63−2 |
| 410074 |
- |
PC 17616 |
| 410075 |
N 50−112 |
ПР 100−57 |
| 410076 |
- |
PC 1−44, 678, 95, PS 2−215 |
| PS 1−56 | ||
| 410077 |
- |
PC 16137А |
| 410078 |
N 50−116 |
ПР 100−10, NP 100−10А |
| 410079 |
- |
PC 1−45, С 96, PS 1−51 |
| 410080 |
N 50−120 |
ПР 100−20, ДР 100−36, NP 100−36А |
| 410081 |
N 50−122 |
ПР 100−11, С 521, NP 296−1, NP 100−11А |
| 410082 |
- |
PC 2−137, С 1403, С 1029, PS 1−31 |
| 410083 |
- |
PC 1−46, PC 1−46А, PP 2−50 |
| 410084 |
- |
PC 15532 |
| 410085 |
N 50−128 |
PC 1−31, ПВ 468, 1972, PP 2−37, PS 1−57 |
| 410086 |
- |
PC 0323 |
| 413087 |
- |
С 507−1 |
| 410088 |
- |
С 507−2 |
| 410089 |
N 50−134 |
PC 1−7, ДР 100−37, NP 212−26, PP 16, PS 1−14 |
| 410090 |
N 50−136 |
PC 1−10, ДР 100−38, NP 212−34, PP 2−12, PS 1−18 |
| 410091 |
N 50−138 |
ПР 100−39, ДР 100−58, NP 100−39А |
| NP 212−28 | ||
| 410093 |
N 50−142 |
ПР 100−59, NP 212−9, PS 1−11 |
| 410094 |
N 50−144 |
PC 1−56 |
| 410095 |
N 50−146 |
PC 1−27, PP 2−33 |
| 410096 |
N 50−148 |
595 PX, PS 1−47, С 2126, NP 1275−1 |
| 410098 |
- |
PC е 15,872 |
| 410099 |
- |
PC 15855, PP 2−53, NP 1347−1 |
| 410100 |
N 50−154 |
PC 1−28, PP 884, PP 2−34 |
| 410101 |
- |
PC 15294 |
| 410102 |
N 50−156 |
ПР 100−40, PC 1−23, PP 2−22 |
| 410103 |
- |
PC 1−35, ДР 100−41, PP 2−14 |
| 410104 |
N 50−160 |
NP 109−1 |
| 410105 |
- |
PC 0305−3 |
| 410106 |
N 50−164 |
NP 110−1 |
| 410108 |
- |
PC 1−2, NOVEMBER 4, PP 2−48, PS 1−3 |
| 410109 |
- | PC 1−3, АПРИЛ 3, PP 2−49, PS 1−4, ПВ 1480 |
| 410110 |
- |
АПР 2, PC 1−4, PS 1−5 |
| 410112 |
N 50−174 |
ПР 100−60, NP 100−60А, PS 1−49 |
| 410113 |
N 50−176 |
ПР 100−61, NP 100−61А |
| 410115 |
- |
PC 1−47, С 63−3, PS 1−52 |
| 410116 |
- |
PC 2−65, 314, PS 2−102 |
| 410117 |
N 50−182 |
ПР 100−12, NP 100−12А, ПВ 473−3 |
| 410118 |
- |
PC СУ 1−13, PC 0494, PP 2−46 |
| 410119 |
N 50−184 |
ПР 100−42, ДР 100−21, NP 100−42А, PC 0494, PC СУ 1−13 |
| 410120 |
- |
NP 1417−1, ПВ 798−1 |
| 410121 |
N 50−188 |
593 PX, NP 100−13А, NP 297−1-2, С 444, ПВ 712−1, ПВ 473−6, ДР 100−13 |
| 410122 |
- |
NP 539−1 |
| 410123 |
N 50−192 |
PC 1−20, PX 312, ПВ 513−3, С 534−2, NP 792-Е31, PC 2−311 |
| 410124 |
- |
PC 2−282, С 1279 |
| 410125 |
N 50−196 |
PS 1−35 |
| 410126 |
- |
От 990 |
| 410127 |
- |
С 2120, PC 2−169, С 94 |
| 410128 |
N 50−200 |
ПР 100−14, NP 100−14А |
| 410129 |
- |
PC 1−82 |
| 410130 |
- |
PC 2−64, С 349, PS 2−101 |
| 410131 |
- |
PS 1−340, PC 0491, PP 4−149 |
| 410132 |
- |
PC 1−21, ПВ 401, PS 2−134, NP 792-Д-33 |
| 410133 |
N 50−212 |
ПР 100−15, NP 100−15A |
| 410134 |
- |
PC 2270, PC 12723, PC 1−108 |
| 410135 |
- |
PC 15737−1 |
| 410136 |
N 50−214 |
ПР 100−62, PC 1−18, PS 1−26 |
| 410137 |
N 50−216 |
ПР 100−16, NP 100 — 16А |
| 410138 |
- |
NP 1769, PS 1−33 |
| 410139 |
- |
PC 179−2 |
| 410140 |
- |
PC 12714 |
| 410141 |
- |
PS 1−32 |
| 410142 |
N 50−224 |
PC 1−96 |
| 410143 |
- |
PC 0306−4 |
| 410144 |
N 50−228 |
ПВ 798−2, NP 100−17А, ДР 100−17 |
| N 50−230 |
ПВ 605, ПВ 387−1 | |
| 410145 |
- |
PS 1−6 |
| 410146 |
- |
NP 14671, PS 1−42 |
| 410147 |
N 50−236 |
С 2042, ПВ 1540, PS 1−36 |
| 410148 |
N 50−238 |
Т.Н 100−22А, ДР 100−22 |
| 410150 |
- |
PC 1−19, PS 1−29 |
| 410151 |
N 50−244 |
ПР 100−63, NP 212−18 |
| 410152 |
N 50−246 |
PC 0324, NP 2006 |
| 410154 |
- |
PC 16373, С 1549 |
| 410156 |
- |
PC 1−8, 256 ПИКСЕЛА, PP 2−30, PS 1−15, С 2204 |
| 410157 |
- |
PC 1−5, 594 PX, PC 1−5A, ПАРАГРАФИ 2−31, PS 1−8, С 1705 |
| 410158 |
- |
PC 13698 |
| 410160 |
N 50−254 |
ПР 100−18, NP 100−18А, NP 720−1 |
| 410161 | - |
NP 1770, PS 1−9 |
| 410162 |
N 50−258 |
684 PX, PC 1−86, ПВ 712−2, ДР 100−23 |
| 410163 |
N 50−260 |
С 312, PC 1−16, PS 1−24 |
| 410164 |
- |
С 1426 |
| 410165 |
- |
PC 17983 |
| 410166 |
- |
PS 885−585 |
| 410167 |
- |
PC 1−81 |
| 410168 |
- |
ПВ 1386, NP 1800 |
| 410170 |
N 50−266 |
ПВ 1382, PC 1−15, PS 1−28 |
| 410173 |
N 50−270 |
ПП 2−54, NP 1840 |
| 410174 |
- |
NP 507, PS 1−41 |
| 410175 |
N 50−274 |
1136 ПИКСЕЛА, PC 1−89 |
| 410176 |
- |
PC 1−48, ПВ 1007, 2023, PS 1−30 |
| 410177 |
N 50−278 |
ПВ 829−1, С 2240−1, PC 1−102 |
| 410178 |
N 50−282 |
PC 1−49, С 963, PP 2−51 |
| 410179 |
- |
PC 1−97 |
| 410180 |
N 50−284 |
PC 1−17, NP 336−1, PS 1−25 |
| 410181 |
- |
PC 1−91 |
| 410183 |
N 50−290 |
PS 2−176, NP 9961 |
| 410184 |
- |
NP 1059−1 |
| 410185 |
N 50−294 |
ПВ 387−3, С 2124−1, NP 1848 |
| 410186 |
- |
PC 1−93 |
| 410187 |
N 50--298 |
ПВ 277, PS 1−10, С 2238#, FUZZY, PC 1−6 |
| 410188 |
П 50−300 |
PC 1−14, PS 1−27, ПВ 625−1, С 2265 |
| 410189 |
N 50−302 |
PC 1−99 |
| 410190 |
N 50−304 |
ПВ 267, NP 1276−1, ТД 92, С 2076, PC 1−79 |
| 410191 |
- |
PC 12523, 457, PS 2−211 |
| 410192 |
N 50−308 |
ПВ 829−2, С 2240−2 |
| 410193 |
N 50−310 |
PC 0199, NP 1383−1 |
| 410194 |
- |
PC 1−87 |
| 410195 |
N 50−314 |
PC 1−101 |
| 410196 |
N 50−316 |
ПВ 464 |
| 410197 |
- |
PS 885−552 |
| 410198 |
N 50−316 |
PS 885−566, NP 1507 |
| 410199 |
N 50−317 |
ПВ 1258 |
| 410200 |
N 50−318 |
PC 0080−1 |
| 410201 |
N 50−320 |
ПВ 387−4, С 2124, NP 1593 |
| 410202 |
N 50−322 |
ПВ 1103, PC 1−32, PP 2−43, PS 1−48 |
| 410203 |
- |
С 462 |
| 410204 |
N 50−326 |
ПВ 576−2, NP 1362−1 |
| 410205 |
- |
С 2240−3, ПВ 829−3 |
| 410206 |
N 50−330 |
ПВ 576−3 |
| 410207 |
- |
PC 1−88, PS 1−38 |
| 410208 |
N 50−334 |
PC 1−50, ПВ 100−1 |
| 410209 |
- |
NP 701−1 |
| 410210 |
N 50−336 |
PC 0505 |
| 410211 |
- |
PC 12060 |
| 410212 |
N 50−338 |
PC 1−83 |
| 410213 |
N 50−340 |
ПВ 100−2, PC 1−51 |
| 410214 |
N 50−342 |
PS 1−39 |
| 410215 |
- |
PC 11779 |
| 410217 |
- |
PC 2−335, ПВ 778 |
| 410219 |
- |
PC 1−9, 272 ПИКСЕЛА, PS 1−17, PP 2−42, PC 1−9D |
| 410222 |
N 50−348 |
PC 1−80 |
| 410223 |
- |
ПВ 387−6, С 2124−4 |
| 410224 | - |
ПВ 1349−1 |
| 410225 | N 50−352 |
ПВ 741, NP 1453−1 |
| 410226 | N 50−354 |
PC 0526, PC 0526 «В», NP 1813 |
| 410227 | - |
PS 885−483 |
| 410228 | - |
PC 01063 |
| 410229 | - |
PC 12013 |
| 410231 |
N 50−357 |
С 847, NP 701−2 |
| 410233 | - |
PC 2610 |
| 410234 |
- |
PC 19899 |
| 410236 |
- |
PC 8685 |
| 410238 |
- |
С 2106, PC 19627 |
| 412240 |
- |
PC 2169 |
| 412241 |
- |
PC 18585 |
| 410242 |
NP 112−1 | |
| 412243 |
- |
PC 8027 |
| 412245 |
- |
PC 2589, PC 20029 |
| 410246 |
- |
PC 4612 |
| 410247 |
- |
PC 20055 |
| 410248 |
- |
PC 19617 |
| 410249 |
- |
PC 3180 |
| 410250 |
- |
PC 19822 |
| 410251 |
- |
PC 18742 |
